Question
42 students are going to the zoo. The first bus can only take 24 of them. How many students need to wait for the second bus ?
- 18
- 15
- 16
- 12
Hint:
Subtract the total number of students with the students who took the first bus in order to find the number of students who took the second bus.
The correct answer is: 18
Number of students in zoo = 42.
Number of students who took the first bus = 24
Number of students who took second bus = 42 – 24 = 18
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)
Start at 42, count back to 2 tens and 4 ones. You can land on the 18.
Read the problem carefully in order to understand it.
Related Questions to study
Add using a hundred chart.
17 + 4 = __.
Add using a hundred chart.
17 + 4 = __.
Choose the answer which has a sum of 34.
Add using a hundred chart.
Choose the answer which has a sum of 34.
Add using a hundred chart.
Jacks’ mom bought him 50 apples. His dad bought him 34 more apples. How many apples did Jack have in total? Use a hundred chart.
Jacks’ mom bought him 50 apples. His dad bought him 34 more apples. How many apples did Jack have in total? Use a hundred chart.
Randy has 80 soda cans. His dad gives him 20 more soda cans. Find the sum using a hundred chart.
Randy has 80 soda cans. His dad gives him 20 more soda cans. Find the sum using a hundred chart.
From the given hundred chart, choose the correct sum.
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9CL5aVfOr/G0UxqBc3trmuaHl5OWXYnJ2dqe6c5jwsTUG5qClywoDN79AsKSlhYWEAmvr+3dzcqLozYMAA2NraIjY2Fg8ePEB1dbVKI+gtkUgkMDIyws2bNyESiVBcXAwjIyNkZ2djzJgxAIBRo0ZpZJSczWaDw+FAKBQiLS1N5pz0WUvHBd5E/pIzm8rKyrBv3z6UlJSAx+Nh4sSJqKiogI+PD06cOIGjR48qNDiqIu1GOHbsGAIDAyEUClFQUIDjx49THeUDBw5Uu+6oUaPg5eWFffv2Yd++ffjpp59kFneZN28epkyZonbdnJwcvP/++xg9ejSOHj2KyspKlJaWwsfHh4qaMDMzU3vlHjlyJPT09JCZmYl9+/YhNzcXlZWVuHTpEqqrqwFAJhTrdZjValEj7PXiBmx8errN9NnZ2VTXgaurq0IvqPlsJvfuqi0AI30BlpSU4NixY3j+/DnEYjFCQkKQkZEBAHBwcFB7gHxJSQmWLVsGFxcXbN++HXp6euByuTh8+DDKysrQt29fTJ06VSPGSyAQUPfh4sWLCAsLQ319Pa5evUo9i86eaKMKavVIpX2k0hjDzuL69esIDg4G0DSyeuTIERw5ckQmzRdffIERI0aoVXfChAmws7NDbGwsNm3ahLNnz6Kurg6pqakAmozoypUr1V7xBg0ahEGDBskc43A4CAgIACEEM2fOVNiHpyrGxsYwMDBAZmYm1q5di6NHj0IkEiEtLQ0SiQR9+/btlNWcnJycsHLlSuzZswe7d+/G+fPn0a1bN6SkpEAikWDw4MHo169fu/L83NoV65Kapokezb6FL6zdWo37rKqqgkgkgo6OjsK+9sAXjxCYH0F9/qLP67sK2mL58uW4du0a7t27h/379+Py5cswNjZGcnIyqqurYWZmhg0bNqi9XhkbG4PJZOLWrVu4efMm9ZtKSEigwpCkA8nqQtqCabmgi56eHjw9PbFw4ULEx8dj2rRpsLa2RmpqKurr62FhYQEnJ6c31iNVqyEdMWIEysrKYGBgABMTE3VmLQObzZZZJqxlB7RIJMJ7773XKbqXL1/G+fPn4evri5SUFHC5XAwYMADz58/HmjVrYGRkpHZdRdjY2GDOnDkghHRaULypqSnCw8Nx9epVHDhwAFlZWWCxWLC1tcX//d//Yd68eZ32nHfu3Ilx48Zh165dSEpKQlFREfr27QsPDw+4urq2+z6vsnbG6dxQxFRmo17cgPlR+xDsuFnh4sy6urqYMWMGLCws5EbLY8qzMD9qH/V5Xo/3VWrWA00GLSgoCL6+vjhz5gwyMjKQl5cHc3NzrFixAkuXLsWAAQNU0lAEk8mEt7c3+vXrh99//x1JSUkghODdd9/F6tWrMX36dLUbruHDh+Of//wntLW15TxsV1dXPHz4EJs2bcL9+/eRlpYGQ0NDfPLJJ1ixYsXb45EuX74cy5cvV2eWCpk7dy7mzp37+oSdgJWVFTw8PLBkyRK8ePECXC4X3bt3h6GhoUbflh9++CE+/PDDTtfp3r07Vq5ciRkzZuDFixdgsViwsLDo9PJyOBy4uLjAyckJubm5qKurg7m5ebsC8ZvDY3Hw27sbMOTOOtSLG/CwNAUjw79BsONmOc/UwcGBGrFvzo2CKMyP3EttTdJb2xQ//+OTDl1PS3R1dfHFF19g2bJlyMvLQ21tLQQCQacbD11dXXzzzTdYtWoV1Y1ga2vbabMT58+fj/nz57d63s7ODufOnUNeXh4qKipgbGwMCwuLN3aQScpfdrCpqxEIBB3+Uf8VMTU1hamp6esTqhk+n9/uZnxr2HXrgd+GrsOMxz8AAJKrcjHkzlps7T8Pq6ydWx2AKm+owXep56lFnYGmAaaA9zaqfbsRXV1d2NnZqTVPZTAwMOiU7qGOwOVyYW2tmpevaWhDSvNW4W7hiJMOn2F1/DHUixtQLqrF2kRfrE30hbNgKBz1bWX2bHpUkUbNp5dizjNEsONmlZv0NH8faENK89axxGo8evPNsDbhP4ipzKaO3yiIkjOaLXE3fw8/O6yGuZZBm+lo3i5oQ0rzVjLO1B7RTvvxS04IvDOvUgaVuAdSaRiBryIS3M3fwxd93DDO1F7j10rz5kMbUpq3miVW47HEajzyheW4kR8F4JUh3dpvLhz0reEsGNpmAD8NDW1IaWgAmGsZyG2Et22A4pX0aWha8pec2URDQ0PzJkEbUhoaGhoVUWhIGQyGxqdisdnsLpn+9bbpslisLlvPsauCqltu2qcpza54xgwGo0t1NX2v35RAfblfFJPJRGVlJX7++WcYGhpqZI1RFouFpKQkxMfHY8+ePRpb15TFYuHZs2eoqKhAenp6p6xkpAgmk4kXL14gOTkZXC4XjY2Nr/+SGmAwGKitrUVhYSHu3bunsfvMZrORmJiI0tJS1NXVaew+S59vXFwc9u3bR62F2RZfN/t/9+7dHdZNT09HUlISvLy8NLKTgVQ3MzMTcXFx8PLyAofD0Yguk8lESUkJYmJisGfPHnC5XI3ostls3L9/v0scP7lraXmAEAItLS2MGjUKPXr00Eil53A44HA4KCkpwYQJE5Sq8OqAzWZT+zBNnDixXUuzqQKLxUJKSgoaGxsxceJECIVCjegyGAxUVVUhKysL77zzjsYMKZfLBZvNRl5enkbvM4fDQUJCAioqKjB+/Ph216vx48e/PpEC2Gw2tVWHk5MTmEymRgwLh8NBZGQksrKy4OTkpDGDJn1hJSYmYty4ceDxeBrR1dLSQllZGf78889O13odCg0pl8vFO++802mLYSgiPz8f8fHxSi/Wq050dXXxj3/8Q6OaHA4HOTk57VoOTh1UVFSAx+Opfe3S1/HixQuw2WyN32dCCBISEuDg4NBur6Xl1iLtobq6GqmpqRg+fLhGvaWamhqYmJi0e18rVTEwMICZmRmGDRvW4W1JOkJkZCQIIV2+cn6rHRqavrCWy2ppUrcr6KptEyQSSZeWuSvoivtMCOmSOi1dwrIrdLuivF1Vp1pCj9rT0NDQqAhtSGloaGhUpMNxMPX19dTCxv3792817IEQgtTUVNTV1aFfv37g8/kK0ylLdXU1MjMzoa+vDysrK7nzNTU1SElJQXFxMRoaGqCjowOBQIA+ffqo1HcjFAqRnp4OLS0t2NjYyPV75efnIysrC+Xl5ZBIJNDT04OlpSUsLS1V6iMTi8VIT0+HRCKBra1tq6FL0pXrGxoaQAiBsbExevXq1WHdhoYGpKamgs/nK9wrJycnB2VlZXLPnclkwtraGjo6HVteTiwWU3v2NN8nSgohBM+ePUN2djYqKyuhra0NIyMj2NjYUDu6dpTMzEz0aXGsoaEBaWlpr+0O6d+/P7XXVHtJS0tDXV0dbGxs5O5baWkpnj17hpcvX0IsFsPAwABGRkawtbVVqQ+0sbERaWlpIITAzs5OLoyosrIS6enpKCoqglgshqGhIXr27NnhOvXixQtkZmaioqICDAYDBgYG6NWrF3r27ClTt0QiEZKTk1FYWIja2lp069YN1tbWKv+OOh3SgpkzZxJTU1Py7Nmzlqdk8Pf3JwBIr169SFVVVavp8vPziUAgIADIw4cPW00XFBREli9f3qYmIYT8+OOPBACZNWuW3Lnc3Fzi6upKAMj8sdlssmDBAlJYWCj3ncjISBIYGPhaXW9vbwKAjBo1itTW1sqcCwsLI/369ZPTNTIyIkePHlWYX2xsLNm1a9drdQMDA4mWlhaxtLQkL1++bDXdmTNnCIfDobQXL15MJBKJXLrS0lISHh7+Wl0vLy8CgEyYMIHU19fLnXdzc5MrLwDC5XJJWFiYXPrg4GBy8ODB1+r+/vvvhMPhkH79+pH8/HyZcxKJhOzfv58YGRnJ6c6fP5/U1NTI5RcdHU08PDwU3ovmhIeHEzMzM0KAV3+EkMzMTKKnp6ewrM3/EhMTZfK7e/cuWbduHRGLxW3qpqWlkZ49exIAJCQkROZcSkoKGTp0qEK9AwcOKCxTeHg4WbBgAREKhW3qRkZGEiaTSYyNjUlRUZGc7vjx4+U0LS0tSUREhML8MjIyyJIlS+R+G4QQcvnyZWJpaSmXn6mpKTl16hRVDolEQnbs2EGYTKbc7+jYsWMKy+vj40PMzc1JWVlZm+XtbJT2SIuKiuDn54f8/Hzk5eXhxo0bABQHxAYHB+PJkycoLi5GVFQUCgsLlZWRo6amBn5+fkhNTUV5eTmCgoIAyO99XV9fj7Vr1+LatWswNzfHqlWrYGZmhpycHBw9ehRnz56Fg4MDNmzYoJSuSCTCxYsXERsbi7KyMvz+++8A5APpExISsGzZMmRkZGDy5Mlwc3MDIQSBgYG4ffs2vv32W7i5ucHCwkLpMt+8eRPh4eGoqqrCxYsXIRQK2/Q+qqqqcOTIEYhEIrDZbIhEonYHKjc2NsLf3x8JCQnIy8uDn58fAMXPt6KiAtnZ2dDR0cGiRYugq6tLDXJwudx2ey2//vorUlJS8OzZMwQFBaGxsVGhbmxsLLZs2YKqqiqsW7cOAwYMwLNnz3D48GH89ttvsLe3h6enp9K6ly9fRlRUFAoKChAcHKywnhoaGmLt2rWorKykvG9pXGhgYCAyMjJgamqq9O6eDQ0N8PPzQ2ZmJoqKihAaGorc3FxwOBy5On3q1ClER0fD2toaX375JXg8HpKTk3H8+HFs3LgR5ubmmDNnjlKemkQiwbVr1xAVFYWysjI8evQIEolE4Xc3bdqEkJAQvPfee5g/fz60tLQQGhoKPz8/fPTRRzh9+jRGjhypVHnj4uLw6aefIi8vDxMmTICbmxvYbDZu3bqFK1euwMvLC9OmTYOBgQG+//57bNu2DXw+H6tXr0bfvn0RExMDHx8ffPbZZzA3N5fZZfWNoqVlbc0jffz4MdHV1ZV7q/Tu3VvGI5VIJGTmzJkK36Id8Uhzc3OJlZWVXF6zZ8+WSZeZmUl4PB4BQNatWydzbvLkyQQAWbJkiVz+rXmk1dXVxNHRUU73gw8+IHV1dVS6kydPEgaDQfT09MiDBw+o49evXycMBoOwWCySlZUll39bHum8efPkdG1sbFr1SD09PYmWlhb5/PPPiZmZGQFAli1b1i6PtKqqiowYMUJOd9KkSXIeaXx8POnWrRsZOXIkaWhoUHhNLWnLI33nnXfkdAcMGCDnkX711VeUZ1RQUEAIaapvT548IVeuXCEPHjyQK3NbHqmLi4ucbkuPtDUuXLhA9PT0CJ/PJ6dPn5Y735pHWlZWRgYPHiyny+FwSGhoKJWusbGR8gpXr14t47VJWwP/+te/5MrVmkfa0NBApkyZQhgMhoyuiYmJjEdaXFxM+vfvTwCQw4cPU/nn5+cTe3t7AoB8/PHHcrqteaSnT58mDAaD6Orqyvz+U1NTiaGhIWEymSQ0NJSUlJRQv/O5c+cSkUhECCGkrq6ODB8+nAAg27dvl9N9UzxSpQeb7O3tER0djbS0NCQnJ2PChAkK0zEYDBw6dAgpKSnIycnB4cOHVZo2JhAIEBoaitTUVGRlZWHatGkK0xkYGMDDw4PaibA50r7R9kwu4PP58PPzQ1paGuLj4+U2QZPi7u6OlJQUxMTE4N1336WOP3r0CIQQ6Orqtrsva//+/UhJSUFmZiY++OCDNtPu2LEDO3fuxLZt27B69eoOh4Pw+XxcuHABGRkZuH//fpsxxJGRkaiurkbPnj2xdetWjBgxAq6urjhx4gQqKirarX3lyhXqPre23UVRURGuX78OABg9ejQSEhLw7bffwtPTEzk5ORg/fjxGjhzZLm/l2LFjSE1NRXp6eqv1ShFRUVFYuHAhhEIhrl27hkWLFin9XT09PVy9ehWpqanIycnBZ599pvCa2Ww2tad8fHw8amtrAQD//e9/ER0dDQaDgYkTJyqty2azceLECSQnJ+P58+fYuXOnQt2ysjKUlZUBgEyfr0AggL29PVV+omSY0+DBg7F+/Xps27ZNZidcPT09cDgcKhyvoqICubm5AGOT73cAAA3+SURBVID333+fshk8Hg9mZk17aqWnpytdXk2jdNOex+PBxsYGQNOAQFuDCd27d0f37t0BoF1NWoUXyGbL7N/S2qZchoaG2LZtm8yxxsZG3LhxAzExMQAgt6VxWzAYDKqJWldXBy6XqzCdgYEBDAyaVksXi8X4z3/+g2vXriE4OJhqrrR3AzNzc3OYm5sDALS1tVtNV1hYiF9++QV9+vSBu7u7SlMRmUwmVV4ej9em8ZfuaX/p0iXo6emBx+MhIiICQUFBCA4OxpkzZ9o12GRpaQkAqK2tbXVAsKSkBEVFRQCamov//Oc/UVpaSp1fuXIl/v3vf7drX6nmz0XZpnlJSQm+//57NDQ0wNnZGaNHj1ZaD2i6z80HSdvaDdXd3R3/+c9/cP/+fYwePRomJiZ4/PgxKisr4eHhgVmzZin94mAwGDLlldavlhgZGcHIyAiFhYXIzMykjv/555+IimraPaA9DomDg4PcltYFBQU4fPgwioqK0K9fPwwfPhwFBQVU3TU2NpZJL+3mKSkpgUQieWPm1zenQ64iacdMAnUHf7fH4/r6668xbdo05OTkYO7cuVixYoVar6UlEokE/v7+CAwMhFAohEgkQmxsLOVNqJOGhgZ8+umnqKysREBAAOzs7Frt82ovbT3f+vp65OTkQF9fH6NGjcKtW7cQHx+PLVu2AAACAgJw8uRJlbQV0dDQQE0tTUxMxPr16xEZGYnVq1cDAI4fP45t27Z1+EWibL3avn07Ll26BEtLS/z000+tvmCVpa3rbT7KLfXcpOkjIyNlDF17aa280ogABoOB3bt3w83NDQsXLoSzszNSU1Nfe82vIzc3Fy4uLtixYwf4fD48PT2hr68vY5xbi0wRCoVvTAB+S/52caSEEOzduxejR4/GwYMHYWlpiV9//RUnT57stD3YpXA4HJw5cwaJiYnw9fVFfX09jh8/Tg3MqZP9+/fj4sWL0NfXx549e7Bo0SJs2LABlZWVAJqagDt37lR7xeNyufDx8UFsbCyuXLmC4cOHw9jYGCtWrEDv3r0BNBnT+vp6tepK12MAgKlTp2L9+vUYNmwYDh48SHXlXLt2Dc+fP1erbnMiIiJw7NgxAMCWLVtga2vbaVpRUVH46quvUFtbi4ULF+LPP//E7du3cffuXYwcORK3b9/GRx99hJcvX6pd29vbG9999x3MzMwQFBSECxcuYNasWZg6dSqA1g1dW7x8+RJLly6Fk5MTnjx5AmdnZ4SFhWHx4sUAZAeP6+rqZL4rNdw6OjpvpDcK/M1WyK+pqYGPjw+++eYbiMViLFq0CNu3b1cYb6ouYmJiEBUVBV1dXUyZMgUmJiYwMTGBgYEBNYL+5MkTzJgxQ62jjdL+pOzsbGo/8uZIR8A9PDzUurRZTU0N6urqwGQyZfrQ9PT0qBjhmpoatS92Y2hoCCMjIxQVFcHa2pryBFksFvV86+vrO3VBlOzsbAiFQlhZWbWrT7UjREdH49mzZwCa+oT5fD4YDAYcHBwwZMgQPHz4EElJScjPz6e60dQBIQSmpqb4/PPPMX36dGRmZqJ79+4YNmwYZs2aBQBysZ+vIzMzEx4eHvD394epqSmOHDmCpUuXynTjsNlscLlc1NfXy70MpYv69OjR480cscffyCMVi8X49NNP8eWXX0IkEmHmzJn4/PPPUV5ejsjISERERKjUFGqNe/fuYcWKFZgzZw58fX2p46mpqdTyeIoC+FVl1apVCAwMRGBgIK5evYrg4GAcPnyY6kOeMGECDh48qPY3+N27d2FjYwMrKyts2rSJMphhYWF4+vQpgKZVkzoakN8a5ubmmDx5MoAmjzcvLw8A8PjxY5w+fRoAMHTo0A4FjJMhQ3Dut98g12BlMAAGA+R/C+mEh4cDaHppdHbrxs7OjnoxBQcHU8cTEhIQGhpKTbpo2Z+oKoQQLFiwAH379kVYWBimT58OR0dHnD17lhrsazmY2xYpKSlwcnKCv78/tLW1sXnzZnzwwQdISkpCZGQknjx5gurqapibm2PgwIEAgHPnzlG/1ejoaCQmJgJ41Zf+JtJhj1Ta9/m6pqMq/SntyTcvLw+Bga82LpMOfEjT1dfXY+HChdSPrr1a0nK2XBDCzc0NN27cwPXr1/Htt9/i3r170NPTwx9//AGxWAxLS0s4OTl1pIiUHiDf1zxo0CC5wbPExESq2dWrVy8MHTq0wwZcWsaWz3fMmDFYvHgxTp48icOHDyMrKwsCgQB37tyhZsl88sknHdIl/1v4orl+c5YtW4Zz587hxYsXWLx4MQYNGoSbN2/i+fPnsLe3x6ZNmzo0u4ixdSswY0ab5ysrKylDqk4PsHl5m5f5vffew5IlS3DkyBHcvHkTc+fOhbGxMf744w9kZGRAIBBg69atHZ5p1Fzrfk41frmcj63OVnDooQtTU1OUlJTgu+++Q0REBBgMBq5evQqRSIRPPvmkXbGckZGRlIcpFAqxceNGqk4RQsBisXDhwgVMnToVmzdvxpdffonExETMmjUL7777LsLCwvDixQsMGjQIEyZMeGM90g4bUgsLC/Ts2RPW1tZtNh27desGW1tb1NXVqWV5LXNzc5iamspVZkIIBAIBzMzMqM755pVFKBTC0NCwQ5pMJhO9e/dGVVWVXLOmd+/eOHv2LDZu3AgfHx/4+/sDaGqqTJkyBZs3b5aJOmgvPXr0QI8ePWBtbf1a75LNZqNPnz7g8/kQCAQd1pRGSohEIrny6uvr4/jx4+ByuTh16hQCAgIANIXKODs7Y8uWLR3uSmEymbC0tEReXh6srKzk+uLeeecd/PLLL9i1axdCQ0MREhICJpMJW1tbeHt7t3sEncLdHbmmpuj5v6iA5hAHBzDc3VGUkQE2m40ePXqodQlCExMT9OrVC3w+X2b6NIfDwZYtWyAWixEQEEBNkJBOwT1x4kSrIYjKoK+vj549e8LCwgJMJhOBCSUITCiBu70xvly3DXp6evD19cWvv/4KoKkL5eOPP8ahQ4fa1UeqpaWFHj16QFtbW8YhAV4ZUmk3jbu7O8zNzbFo0SLExsYiNjYWAODi4oIDBw60GoL4JtAhQ8pms7F3717s3LkTbDa7zRCd8ePHIzw8HISQDhuy5mzbtg3ffPONnFHu2bMnHjx40Or3CCEdNuRaWlo4d+4cRCIRuFyunNdjYGCA/fv3w8PDg/IwmEwmLCwsOjz/Woq3tzeEQiG1WHBb2NjY4ObNmxCLxdDW1u7w29vU1BSXLl2iytsyFIrNZuPAgQPw9PREY2MjCCHgcDgQCAQqvSx5PB5OnDiBhoYGcDgchaFuLi4uGDt2LAoLC0EIAYPBgKGhocp1y9jbG/joI7njjK1bAQBWVlYIDg6GRCKh+ivVwcqVK7FgwQIwGAy552tmZoZDhw5hy5YtqKmpoVaC19PTU7lJ7+bmhnHjxoHFYiG25NVxqUGdPmgpLoSuQR/dJmeEw+HAzMys3QNNrq6uGDt2bJv3q/lzdnR0xP3791FVVUUds7CwaNPGvAl02CNtLZ6zJVwuV639Sbq6ugpj/lgsVqf1W0l/rG3B4/GoUWt1oux9BpoMXFtxicrCZDKVKq+6+6wUGRNFdOvWDd26dVOrtvb8+SC7d4Pxv5hj4JU3CjTdW2WNl/X2h8gukwCYhn3r76n1OpXC9F8466HaqvGXE0txObEU7vbGVJO/I/B4vHa9XBkMBszMzKgg/L8Kf5vBJhoaVZF6n619fhsJTCjBSO9o3Hha8vrEbzF/q/AnGhqVcHdv8kJjYmS80bcVHoeBVSN7wGNiT5jrqtZF9XeHNqQ0NM2QjuCr4o1mbRmBe/fuITAwEF5eXhrdovj+/fv4+eef4evrq/SsqzvpZXA6HEd9pg1o+6ENKQ1Nc9zdQZYseSu9UdqAdhzakNLQtIChwloBf0V4HCa+/KAnbUBVgDakNDRvOSOs9DHCSrVtWt526FF7GhoaGhVRaEilgb+apOUWHn93XRaL1WW6HVm9Rx1octClq3WZTGaXPGMGg9EldVqqq+l7/aasBiX3i2IymaiqqsK5c+dgYmKi9vVEFV4Em42YmBgkJyfD19dXI5pA00PIyspCaWkpSktLqUVGOhsmk4nnz58jPj4ep06d6tQVi5rDYDBQU1ODly9fIiEhQWNrO3I4HERHR6OoqAja2tpqXxmqNdhsNjIzMxEdHQ1fX1+NlZfFYuHp06eIjY3FiRMnwGQyO23NiZa6qampSE5Oho+PDzgcjkZ0mUwmCgsLkZSUBB8fH2hpaWlEl8PhICQkpEscv5YodE2ks4QEAoFGjBqHw4GhoSG0tbU1pgk0/dAqKiogkUggEAg0ZkhZLBbq6urQrVs3CAQCjRrS6upqCIVCCAQCjRkWLpcLQ0ND1NfXw9zcXGP3Wfp8dXR0YG5urtF6VVBQQOmqsnNBe3WLi4up35GmDCmLxYJEIoG2tjbMzMzA4/E0oqulpaXyFtzqQs6QSucST5o0qc19e9QNi8VCXl4eXFxcNKYJNC0KkpOTgylTpmhUNykpCTU1NXB2dtaobmVlJZ4+fQpHR0eN6gJAVlaWxu+zhYUFCgsLMXXqVI16Lfr6+igvL9f4rpcGBgZISkqCm5ubSvvet5esrCxERERg2rRpKq8v0R5evnwJf39/jRjutmCQrr4CGhoamr849Kg9DQ0NjYrQhpSGhoZGRWhDSkNDQ6MitCGloaGhURHakNLQ0NCoCG1IaWhoaFSENqQ0NDQ0KkIbUhoaGhoVoQ0pDQ0NjYrQhpSGhoZGRf4fj6LZJrSdsjoAAAAASUVORK5CYII=)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,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)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,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)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,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)
Add using a hundred chart.
___= 25 + 10.
Avoid any calculation errors while adding.
Add using a hundred chart.
___= 25 + 10.
Avoid any calculation errors while adding.
Add using a hundred chart.
12 + 4 = __.
Avoid any calculation errors.
Add using a hundred chart.
12 + 4 = __.
Avoid any calculation errors.
Add using a hundred chart.
48 + 23 = ___.
Avoid any calculation errors.
Add using a hundred chart.
48 + 23 = ___.
Avoid any calculation errors.
Stefanie bought 56 beads from the beads store. She bought 32 more beads from the art store. How many beads did she buy altogether?
Read the problem carefully multiple times in order to understand it.
Stefanie bought 56 beads from the beads store. She bought 32 more beads from the art store. How many beads did she buy altogether?
Read the problem carefully multiple times in order to understand it.
Julie made 31 bracelets for the mini-maker faire. Then she made 26 more. How many bracelets did Julie make altogether?
Read the problem carefully in order to understand it.
Julie made 31 bracelets for the mini-maker faire. Then she made 26 more. How many bracelets did Julie make altogether?
Read the problem carefully in order to understand it.
Callie has 18 seeds. She planted 10 of the seeds. Callie have _______ number of seeds now
Read the problem carefully multiple times in order to understand it.
Callie has 18 seeds. She planted 10 of the seeds. Callie have _______ number of seeds now
Read the problem carefully multiple times in order to understand it.
Find 8 - 6 = ...............
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nEhhjLRlng9+PYxadifghc1Vcso01RzWVtdS+/W/+fFJYTJeK0SWhsYW9bzqP3fQrtrA+2xgSHYb5FNj7C2vJ+bt30Y5xOZrioKYvn7M/RS5+AtJtUeYtcM0Im2CzxLCeeNVvu4+41Pyef46lKh6BkXjlkr2PZt3kA3sO4pokza98h+BJ+u+VaNupqHG0wT+6hki0cO/d0Fg0fRMjL7hnfs91tcp3HTeuvZku5iazKUV8SM2VYl3Ds3s9GshydIVeXs0sMC0pmjtG4jptW/QSfgcYARFQz5g4t4qglp+GSobF9mVTIRdFKwDs2h/v43ZobpzmJogQWztmLY+efihQZzkGIEPo02VnG5vGHuGnzDyiYg7Udga1I1ubQ+Wdy4NChhMYYlbq+gAVnjijKHRt/wbptt1KEEdT5HUJx7X4bU4yoORrncdTSJ7F85FAC43hr9HUeC8YmXcmqDbexefz3VM5w0iSEgqULD+fkg56OZ95A4J8gbXKGuGn9tdz6yK8xJwjbcN7RDrBw4Qoet+Lp5MyOz0xkqLTxDHPPuut5YP1NjElrYhIakUUcysn7Pz/he7OAU9fXCS3i+PlD3+SutdcTohHVkXtBWw0OP+IkjlpwEhEl4mj0EVFwjLGRlXfcy4ax3+McVKZYnIOTnCOWnMKjFp9EtBLfZ9gNUGkBBQ+O3cKG8TvInRBsC6qwcM5+HH/w6cx3S/pOUsWSVx64d+tN3Lz6N4S4Mdl8dUZH5gpOXfocCjc061gYgCmiDskcK9ffzB1rf0tpk2MRgzDHH8hxBz6dPJuPoBTW/7QScdy69Wf8et01BIl4L5QxR8uMAxYfz0n7/CkVLZw1+559IsY228rm8c2s37KSoDnidsxi3P0L0wTxEdE2EkukgpxG2vFnQ0MIUOY0bD6FNsic1GGCbUQbx6oWPjoydVhe9hUj1xwMMvVQ21ahCjgUE8F0iJTXGejrOdUCdU28QYlSuqo7xOIizmmyEan67/4AFOSZxzlPCAmmJSKItXBqSR0NDifWX0sQhw9NfGiQuZTYZWYE20KuDhdASlIalOvlPJvCyoQsDmFOcFFRxqnIiJrS0zJrkNkcxBTr8pBPJ2cOCTm4FG7Iiio5jOLMXSvQbyxMUgqgSAYIrTiKotMUAHGQi5GpxweHF4dIrEMXs1FOFufggsd8JJgkaF3VphBJNmhZQNFnHgNoRoMGeYTMl1hWobFXiG/79Ac4MUFjiZMKkZCciaZdOn4XGYgXqqhEqYha4qWJuIiQUp/UBcjAurKUe8kREQfqSsxVoJFGYwRrVyAtsizFo5L9MUtHG2AliKHSoJQWQdrIFCysGJgNEWkg0RGkWedizj6AAiklimRrSSdR2tvEZBNnoBVGvzYLaInENqHchuTDeN+gqjYhWY5lJRSdA64PLxEkq1AVolSojiN+Lt4PEcMWtBrHxQDOdztRunhFxAXAgwU0bMVchcyYD0Ze/2y/z9SSvziFEgVlJB0ETFVOIpq1wRuZB4vjmHrMz95mQShQCh8xCeBHcK5NdAGs3jRzqz3k/cZVUIlEH5M8UTH1SHc8aLu02wAGKWaXAoRF1oS2gKT4kYrhBjmZXJYC0nnEZRmeHJ/g0ygNjCYpiae/jRkkDb2ax6LHuxw1JfMJ6BptNIUAUGZ1ZNcQH9HaW6lNvObo1F3TwLONzErEZQgBNxDyI594d+1XwIDSckzzFPYQwXmH9GuzubSIXQU+YqqoQeZGMAWTohZV8X1OOUMICOYcUT1YA7Es9ZcXXAbiFNB6XGfjBeayGjwyRObmEGQLhmC1AioiONJinW0sBJccMzWovCFlV9xZDUL0mLnUfz5DTPv3H3kCEkjAeUlRheARbQB1sjmCsyppMLOReCIFQQXVgkwaRKco5WSn9Jkau2FhuhQGcQGxRkKqWECsSln9kMqN0OxSAXqFT3JpJld1zCBPmffi2ngUZy4hNqR/0rCrdzkvaRKpGQ5FJMfZAsRF0kbi+9uYHkwCYkkDiyI1+mcSk2c+gSC8AFJgFidUrqk0NSSQykx41CyphKY4lxMkkFuFCETpVEXov+OLC6jPiS6nwJPXSBURoWPiuBq7MzsJmVU1KklxDtA24iMRIThXx2jdACe5Ja+ugIkSUSqUzGeggsY6e4cc+pyYdNBW4lGBgK/n1JQ+lbTdOdNak+l/wqUWC87nmOQEDeSWkp0DobaHqdPHfF9uYhEvgnfjqLVw5DhXm1A2AOiE3bIwrS6PUf/0Cdb3ZzfJZ7IAVq2C7TT0cJJHklMHvjxoOofJ37WusDQRCLddE68j146FoWewqfnQ6b9aqM7Y7DRrmSqjDTy5ti+nTcpptsNj0cVriixdzdyB7BKbNvd2ZUB78J7Gvz/tFhtz6jiljtnZjq47uZ7tZgOlzw5Atfd06iDuwjytH5/8fVcwGl2b2a7RxOKUzt+7p1Jch/fE77uD327gszt4TGU29QDYneMCk5vmIAOyWxZm0JIqtqnIiapU0RAt67IOO0hmVFpSxnbCYmrCtKpVA+nmXexQKm2nJGsUNFJpIFp/z+5U6rxWTQmxjasxqQAhlkTtb/f2IkWpYhuLKe5Yu7kmzIAdIyNoRRnbZJJUrkAbZ6Aa08STjmU3GEUNaXzVE6WisooQqzS5dngs0thWtFGLoAGiI+iOjcUEP1NCLAm0J9pUaSRaxeRJ0d8JN5VfFduopPolwZITcibscFCKFgjaBmmgFgnWxhSi9fMQ745iXBo4bp8zOSyejCdVt4tW0jDPXDcHUJCiBhds395KJIjlPHafZ3HY/LXkGYQqgHPsM3IIag5FkB47Tpe9KhnRlMXFMs7e/5VUsYVJhqkRTNlvr6UpfsDQtIna8/QzQ0iV8fYpDuaM/V5F8FvpuE7VIgfMP4pkc1kye7ZT5nCmnHsXB/CnB760hsJ6xAwfMxYX+0NtX6q6lG0za9+BusjxS05n6dCKZD27jBhKGvkc9mouJ0JCEPWdp4ZKRtDACYvPYvnQkWTOYc4T1Fg4vD9Ic6Dpbiap4p+LLMr34oxlz2fMxkk1MNNpPlyM4OtqfrONRbIv3YRavu+8gzlt+YuobHJhYsLi4gDE/EBVQKa0mLkjCzj9wFfQbrfIXIF3EW/GfsUyzCKuG/7fkyKeGCPHLDqD/ZoHEUNyKIUYIWYsnXMEkYifJSK/y1jZji3j6kmZPux4yxxIjll3mUPo7vjY4SXUHtOImeEkowOsS+7x/gtz4hsW65Sz5IAyjKipdosX+pZyhATMFpFUKrFja83AsYm5ie9NpIMNcMGO0kkNm9zZxcrkxSDDzKHR8Fn/hRnNwKXaNKn0pAElQo5RhzaMwezYumymEDECNeQcJQM8qp0sj0FISDHKiIgxCdif+o3uVbS9y187tpqIoDJjHKhTugTAYYOUriTN49hRyUxTmU8rSRAJVzvy3EBmS5pt4EXqTKjU9uR+TA5Hah/09mj31JWdatBO6Oky4TFL+ZWOfidmJIJI8hwahBDJnUs1V6XuXuud19ldz9Smf2bUtTynyC3GIPVNuxZYD8Oms0HtyKKceF+X4hBIbfSJTw8VvqecnX4ntVUtHUxSr3ubaUTNQtM0HAPVgGnEZwWQvKk461/HqeYVQkpv89spY9qrEma/hQlMVOCb/BKYU2KIiEgCVAxIHe8xQK351+2zibksnc6chYxUn7ZzhJiBWqq95CWb+Cybhc1uuIYvVbCeEMgMIUemhCFSjLP/jjg5A+vJnb6EIbUnVZN657o18JkLQWNVn9RusiiwRGIMKbRQF1NOO+FsMkGMkSxL30unIvUpPPW5yY1nx66i6wa6m2XTqgpa9/6xnQ2kSn2uKaQg4lKxYdIpaqYpqXuAerCmEUzqGrTSLURtrw5CIjZ5clmn72Y8K91jOtDC7EL0CDZRLtXqdw2m04roxCGTNsQ61tpJ2bI4IC+jUzYTErbWuclFCmnDnFWWXVdlp2/oWquOQkr9SqXve0vRVQHcOvG4zh+GWah5e1JDpae3rOepNnGKpe8rPp0i1Dl1lq5wmE2m1CZLsTZNE8o5P6GCKoaY1Yt9x0sodcJCVttXgjETZJ4KMA+iympK0EbqvjRcZ+JObBy9+28mSb0ZSp1TmtRYj9TXXShWVz4Y5PQVVEOtrVi9adeLbEKqbj5dbawdV5NhIVIqWd2mpAQZop6oaaE5P32z73pH/T9mpBGtk79TWmmVzCoRZlWLZyghZp3K+gqWzDGTnIn6hBMbmkxhwDQmO+z8Ua3APE4cpob4FIjd0hqlKHOG5zQJUkGQGixtmI8D7NKSMr01R0uPy5WqVAIZRV7irS777+Jg6kkoKV2G9w6p2mwbHccVDYrGEJlE1CA6T19ssaVUtAootMRlnjJCe3QzeZZRDM9DqzaZE8imAx8GUYtNFYuKZBljY2MUjYwsS9g5U00bh2pCz0x7Ltnt4pLH1blkL4fRLbSDQNYgJxAUsmZB5hXf2QH69Z+laxqC8xREyrEWW0sYmtNgOEtXSwTLyLzrm1Cg9SISVcbHxlFX4Kox1BwtHzArmT+yF40+kLl0Em5FGEIsx6zEeU9sb+WRVoNGcxvz871RAsSIy/KE6TLt6XhE66ssMJwlBJj3xlhLsHIrjcYcaBgWHN6lbURNep90mg6RaB1tLrKt3SZznqYoKk1aYjSD4KVkS7URiwuYO6eR7kOJYwkx5iYrLezwwkzqYUdli4xvWcUXv/QZvvXvd+BDmyec+hxe/Mrz2GeB4JH6lBlkXzWwBhYMX7TYunE1//s9n+DYM57DC889DSxlj0/gLvtQ5T2FBFbe9hs+ecWXufn2+2hYi6OfcBYvevnLOHz/hWQaehs306QynKXLZpxU3Hjtj/nkV77HA3fdxqL5c3jqi17N088+i4XF4LbMVIp4MhfZtPI2PnjpP7P00afy+pc9n+FcJoFz2+u8zgZc7+jr7vw1F1/6j9z+4FqipnL+7SC8/s/fyDOedhaEdJlPX6rVfN/awI+++w2++PVrePihrRx62BG8/E1v5JijltGwLUATuipATCfn0nm29veruPAvLmTjWJtCc0Z9mzleGHYLedwLzufNLz6zr+UGDWL0eDHElfz6hhu58vNf5Zb717FwXslTTn8e57zw+SyZWxCjkrkO4LLH/DOFGuwvKGFsPV+74jK+fs39bG2v5dATzuRlr3wFx6/YC+uEN2R6rScAM0Wd4clwqjgpCZtWcfGH/5lH/cmzeOHTn4S3iqY42lt/zxe/8BW+ec115C5y0ulP5bwXn8fihancy1QZd1j3EvPEqKhEsFH+6ZKP8Y53/B0L5x/CoYfvw4c//Db++r0XMRZdKi7sJ7u1H2ml+MxRtTZw2aUf5qP/8HG+9+OfoaS54kUHt2ucZ9UdN/D6l5/Hp750NUccfxz7Lhrhox94N+98/9+xtqRe5H34iOC9I3fGLddfxxvf8EZ+fcvtnHLqk3j4gXt53atfwxX/9oM+6NPtk3dQtbbw8Q9fxEcv+Xu+8o3/YKxdTby7lqKHYNNlBONXP/4Wn/zcF9hn+aE89czTOe30J3P6GU9hyZKl6ZIc7wdSt00ER+A7V/4Lr33dBTy4bozTTjmGa374ec5//Vv43X2bkDgn3arVb2TNwALNoYJTTjmZJ//JqTzptNM448mPZ93Dq7jia1/lzgcfGci7q1p7c71x162/5IK3vJmvfO9nnHLSYxgqI+9425u49LIvM27gvWB1CZqebe44dVDE2nz8Yx/i1X95CTq8hOOOOJirL38/b33tm7h79XokgYMxQvdQCJgzYgCXOVpbH+FTl36Uv/3w3/L9H9/IKLVKXW7kbz/4Li746w8wf9EhHH7gYj7y/r/iby76e7YEn24Rmxr3tx0krcyCmplVtvL26+yYpXvbKWe/xh7aomZhk73jdc+yrLnMrr7mN6ZmVsWWlbEy7cVLdcqPmcVRu+Xn19mbzj/P5g15A7Hz3naxjZuZVWOmZbTS4qCS2uUf+HPzNOwDl6kkcvkAABF+SURBVH3V1MzKTavstc/5ExtasMK+8Ys7zUxnyND7J6iahbZ97tIP2AnHHmfX377KzMx+/sMvWY6z57/5/Tbat33pp5u22ac+/h6bU2SGzLUnPudNtvqRzVOYBDMN3byi2SQ7NdXSLn/P623O0qPsZ3eumfaG0szaqla2W6Yx9m2vmdkjD9xsZx53kO135JPsd2u2mZnZ17/6aTv5tDPtml/ebjGaaRyk/8xUo2k5ajZlFtz9q2/ZMQcvt8ec8Sq795Fevdfdf0HVYjQza9sVl73P5gp26ZevMzOzrQ/81h5/xGI7+tSX2l01Pw3jVsXKqh68yrK0qqrMLNi9v73ODl68wE465422clvqsS989A02x4/YRZ+4ylpmFjVaGcZ7t7FqWwxb7JabrrX/cd5zbXEuBsP2igs/Ztvq6bry5m/aIXvPtZOfcb49OB7Nwmb7n697pi1cfIR99xf3W9UZ65p2ouCzTiB6Hr77Fh7aOM4Bxx/H3LmAn88pj34sQ+UGfvKr21Mks75kpx+JwG9+eT0veO5z+MaPbuBpTz0zBch9x40lyQU90z2+XQoMLVjCC573Ep51zlMwlLyRs3wkg7iNtpYMEjbohHuC5Dzzha/gqqu+wNErFrJ50ypuuuEGXGMejzriYLZ/0+F0XmqRoFo7Yo2ffOtfec8HLuGcF72Eo448DEKYLM9hSlSdoeTUJEbUkBA0GDFs467776JYsB/33XEnX7vqSr79w2vYtK1CMLIamRRiv7M9veuOm67nt/es4qxnPp+w6U6+fOVnGZm7gi986Us89vgVBBnviiH2IiUm4L9lyVgHxjY/wKUXfYgH23N594ffy0GLp99Ruv3ui0idobFo8T4sHGlw229+x5ptG7jvjl/yyOZxDlh+AHNHGvW9o+nO0V5x2yzP8XU/P7z6XrZt2sZRhzya/UYMyDnucaex17yMf7/uRkbH66KVbjLWPCmTIFnBbb+6lmc84xl898c385RznsXQUDNFfOsuevC2G7nvkVGOfuyp7NV0wBCnnngMrXWruelXtyYH1BQVecdsTEvOn8x5IKO15kG2xJIFiw9lhFTpbe9Fw+RujLsf2QZ0rMsUROyHfN178TJe/6Z3ctKzX8ic1d/l6n/7HkRL19Q6hznIrJMVMjtVBi/6swt54Wsi+VADoeLn//V1vvKDWzjsxKdw1GEHkwLe03lZD4eNs5JAg3n7HsDw8MNc9I4/4xvX/YJ7br6Dwx7/dF7wgmdPJCZPtT+6PcVGsEg0RyaO+2+5lte97Z0c8ZSX8L73/wVveeYz2WQZljUnY7biCCbkM21DA0TrNLiMcvMaVt56KxsecFz0jteweetW1m5ocda5L+Z/f/wDHL1wQYITFhl5j9DppNAAyvrV99OKjlt//C3e8s1LuHNbZHzDFl7wxvfynne/heVz83QTW98UqLQJeddJBlWu/943+OJ3fsIL338lz3jsCmIMON///hJRly5b0mFOO+spvOolz+IjH/1L/uvbVzJ27420lhzN2//i1SwZ8lTaIpcmnRq5M+eMkLzYHmO//Zczb+4cbv/dr1i1YZwVCxvcdP2NbNi4mZFNW2lVbfYaGqHS2m8+1QMrIBZYvGgZF7z9vZzy1OcyvPHX/OD736NtzYnXbtu4EUVYtHARwyjRZxTzFjPHKw+t30zHE9NhvWMnpoBkLmVWAFGVTDRdGlTjGCJCdFC1x2tPlnbKA89KZsa+Bx3MW9/xNh531IGMt9qpAPBsk2gWykzAPPnQEBJHue5bn+F1f/HXPNA8nPdd+C6OXDhEOSBnk4zCGc4M15zH6U97AW/58wt482vO45E7buDT//JZxlrJ+9drYU8ycmA5mWvT3nIfH/r/LmELB/K/3vseVsz3SNXGtESdm2i7E9dVRLnTX87VIRpzZNliTjzhdF7yylfyyX/9PNdffw3ve92z+eEX/4m//8zVbMs8mQsUFgdotRLN0Hab+x7ZzIUXf4Zrf3YNb3rpGXzhHz/C1T/4D0qRgSBvzjLMshStcZEwtprPXXk1suAQXvncp5BjOBcH0l0QSZUFBH7785/y/Z/+hic86Wze8IZX8dKXngMb7+erV32TteMR73zybBs9ccdmCYkTzXPgESdy/htezG+u/zzPf94LeNFzX8rlX7qC0MzIXceJXYfYuhBmRivCkhWH8dYL3sqJR66gvWVD/d3J9wbzQERDm07yXeEzKlWqUCEwLUKww6rsRDoRMDw8QmaRanzLBMRgrN2mFTPmzpubokd1hbVBkfrmk6esmBBuR4L1kyTqkRgQrfjy56/gpeddSJU/mo995qOcc/bhSDVew8v6ckogBG1x600/5ebf3cmpT30mrz7/9bz/4g/y2EP35dOfuoK77l87Iet2F6eAqJCJ5ytX/hOf/fLVHHvin/D7B+7i61/6Ehu2jbNh7QN894fXsG7zWEryFelRCDkxMwy1dCIVQ0O8/IMX8w+XfJCTDj+BZcsP58Xnn8PShU2uv+Zm1o0a5Kmyen/KyJsjOIXHP/mlPPWc0zl46SH8j5c8mwXZONf+4teUOvjk8T4B+3CRu26+gWuvv5ETT38ORy5fnDT6XoCDXi12ShRHHN/Gv33xc9x49zbe9f4P8JbXvpKLLv4Yzzn1BP7PZZfz85vvweEhVoi4nqE6U4fWvlDJmlzw7r/h8ss+wTH7CkuOPJHXvu2vOGjvecxbuDd50VFhZRIh0JEJ8D5V4VPxgOJ7mEnD8xYDEOPmOmW7ohwbQy0yPG9O0ivjJO8d98qSriBXYNnBBzN/7jD33XsvWwNAycr77qMd4dHHHF33AIj13vW7Okt8XT4CJFa1ErxzCzOIkOUV373yH7nwwvey9MRz+dTnPscrz3gCuW9CVlDQHrTRhNZWPn7xB7jgXe/h/g3tFNuOFXNlDHyT6Bp07FHovTiNNmZtiE2GhuZwwvFHsurOX3PJ+97JJZddyT0bKh6++7d8+l8+ycqH1iaNQxXtYRd2YnOGglMeWn0Lr3/z27n6hz+Boi6cuWWcsapi3ryFzGsmNTL2O+ZquQ8+7Ej2X5izdt3DtC1NlNbmcXS8jcvnkavvmUzQTQGhPXG6/vy/rmfNuq0c+tiTmV8IUVOxscFIUcnRsk1741oqP4987ggAbmgx+xYQy21sDaR+kY7G1T2HNAGlcaLQ3sDVn/0MoTiQT1z5Ff7ug+9gn4bnodWbOf6E4ylyVyfa90iSNnBapZBLkqQnMm3ZwYewsMi4/fYH2aYAkfvvvhuGR9j/sIOA6abPjscx8QliGmHfo0/imc86iyu+/xWuuuJRHDAf/s9V3+G4U07nzJOPpAPnTa7g7s7pgtFpK10XjzDaGMLIybUufKUgBKJkA1XJy7zxi29+gbe+5a9YVxzAO15xLlm5mht++gDmhzj40BXsvWhO3ylhdSuyRpM/Pe10vvKOD3Lp37ybF7zoadx43XV855f3c/arnseB+y8gna6TbetenB6fCWpw7isu5Ixz30irEnKp2LTqHp7/ovPhgOP4zGWXctB+iwgx3UXpekS1E8rF4U2SYyxbyNY7f8VF73wjrfEPcsje8/nChy5nfTnMx847nfneodHVp1P/ze7QYx7Pk886i8986zL++R8P44TjD+byT34RFh3G80//U5oZCVA64zTqdddmqgJbEdtbuPWelVRuEY8+aP/6LhpFYq3q9j01hYxAPrfJCaeew/zvfoJLLr6Y4rVPZ+Utv+CT3/kpRz/hGTzm0IVEHJlzEFMRsJn7kSMScEQEZ4HrfvRt/vWGK2jzQQ4cDnzkw5ew9OjHc+5TT2IIjxCSFpZNXzKpuQn80vmfyorkIHURixU4Yf+jTuN5Z5/M1d++giuvehzLR7Zy6VX/yTEnPZFnnXJ4umtHYGJJ9vRTz0JB2xZDNGurmbVt9b2/tDe87Ll24NIltnjJUjvtac+zH914m7XMTGNlpqVVahYHCB1oHLNWiGamdtPPvmb7ztvHLvq7z6cASWxbjC0rdbBwiVqwz3/kQpuLMz9/hR140AG2YvlSW7ZsuR157GPta9/7Tyt7PTdDxqiavqfjNr55tV36offbsY96lO233xJbduBB9srX/7nd/sDve8swQJtj/dHouvvtOWc80c593V/aeDAzjbM+1+E/yUftlz/6NzvnyU+y+XvtY8uWH2iPeezj7GP//FkbD9FKNdMYLIZyoBCRWbSVt//K/uy8c23fpctt8b7L7JjjjrPLv/QN29iOphpMY3cYZyaFqFapWgjjZmGTveeCV9thRzzJfnrT/Sl4EisL7WhxgNBLNDVNgS9b9/B99pH/9XY74uijbdmypbbPXgvt7Ge92L714xutsmhlCKZRzcpgPWN1oWWVmlVqZlba7Tf8yJ55+sm2717zbenyFfaEJ59jX7/mBhs1s6ClmZbWbgfbzlBMtF3N7J4bfmhHHnyg/fXff9HKGCyEtkU1W3nrNfbqlzzPFu9/lC1ftq+d+Yzn2b9f/ytrqZlqMIuTM3KHsbLGOFUJuWsmb1cO1ehGHnzwYUa1wZIDV7BopEDKkOB6KljucT2qEXR5LbUikBGtxLU2s2rVFubufwB7zSkgpLKH5jLyrisSumksRti2jodXrWNUCiRsBleQZQXBHEuXLWPuyDD5AFhZAzS0yXKwKKxZvY6H1m1g7vy57Lf/vjSaDVL9tv4pZDPbHGNAzeFsnA1rH2ZbvpDley9M8Lk+mSqqmjC8U7zBo5sfYc2qlbQsZ/6+B7Bk0YLkRMLAYn369sfYRIXcG+XoFh5YuYpoDRbutQ/zlwwjKC74lCkyM7ljphYEBI1o1aKZC5vXrWXtWMZ+y5Yx4us50VO76NFeJAEl6po6Ysqahx7kka1tghSs2H8pC+Y2EjSOOvc02oxq7Z2Or4jqMJ9gmc4r7S1reOihDbTcEPP22ZfF84fJoiLeCOowJ+Tb6b2O/Iag4+u5Z+VDzF92OHsPyQSss8jbtMfhvnvWIjLG3gcexLyREUJQmrnUalA95ju+MEMNJE5VyHCCSrplCWLS2U2wDrKelCc4CQaepO6FaURnxBjJo4Mi3W8hlmJInavoeuXuzSRVq4HESer6jROd2JnMvdLFZlKsFMlS7p+HVA2h3hxUU51R1yMxepCFSawIPgNTMgKxvlJeen13BoUQyLIMs9RneF+nEhngiGqYxhR/s4SASfmu/RemGliMZN4hziXMKQ4lEDXgpegpX3d/Uod0DA0lPvOoZGmz6ORU2mDpYzGmzUpqLLl3QIyoz2qonCEasNrYCSGQ53lPudDklbWJBIE0j9MoaqquYALiiQ6iCd6knsfbky/huGOoUqKDWYpJW8SiUmaOAo9XQ2snp8WAiKX7ztwk9njHKxhonU8mmjIsDLwqJikRt1QmdmVD8GK4WCE977ScSenqOBNBnCcQkRgRlxFjCs7n2WCOAmdKNE+nXGPbPJmlTncuSYcCvn+920wcURLu0omhhAQcx6d7FSMpuW5n/FQu2ZxJvQjpDkjnB0odm2p7OucgtKmyJhEhN8XFVnKsmEfqUiPSmdWzkFjCB+MzzLn6BG3jxHA2jLcMI/YGh8/kJZPZGiYZiMeo0gkePSYOlw12YiZr1aHBMHGYQDCHK9s4KrRoElxOoVaDW9xE1s5MKpFUeVHq7A8EienfysBlWSekSwByl5w8bKfy4dSUtJjlaVOzkqDpBgJvDi8ZqhFvFW0aFJYSqU3TFWNTe2C3VDCYElLf/rd6vKXXaTW1kRMcRernbaAJ2+G1vb8nePRIdOzFf2e7aBBek97Vyd7b6SExm0CP1NOkdkLtFLMuwPZkyKAe9wHHovt70zWYJPogyB/rMOzxUZJtaj/uGE0GzMUlL+xUfUtm/DYw1ylTbLLViU+vqhudT3ZDovSgAvZX6wZS/XbhfYPQ//2Fufve98dKg4zhf7c2D0Kz9ctOYGX30B7aQ39o2rMw99Ae+iOk/x9jAfttRygnIQAAAABJRU5ErkJggg==)
Observe the figure carefully in order to understand the problem.
Find 8 - 6 = ...............
![](data:image/png;base64,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)
Observe the figure carefully in order to understand the problem.
Peter has 16 grapes. He ate some of the grapes. Peter has 10 grapes left. Find the number of grapes Peter ate
Read the problem carefully multiple times in order to understand it.
Peter has 16 grapes. He ate some of the grapes. Peter has 10 grapes left. Find the number of grapes Peter ate
Read the problem carefully multiple times in order to understand it.
Callie has 19 seeds. She planted 4 of the seeds. Callie have _______ number of seeds now
Read the problem carefully multiple times in order to understand it.
Callie has 19 seeds. She planted 4 of the seeds. Callie have _______ number of seeds now
Read the problem carefully multiple times in order to understand it.