Question
Find the missing digit in the equation.
78 – 36 =
2
- 4
- 5
- 6
- 3
Hint:
Subtract the known numbers to find the unknown number.
The correct answer is: 4
78 – 36 = 42
The missing digit is 4.
Just use simple subtraction to solve this problem.
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Add using a hundred chart.
17 + 4 = __.
Add using a hundred chart.
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)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVIAAABVCAYAAAAbp2zjAAAgAElEQVR4nO2dd1hUx/rHv1tZFullERVERFHxBkuCLVHUKAoolmuJGus1Gn8ploRIbNEbTcRGLLFwMWo0RlCwIGquIIpGEekgvSgovbeF3Z3fH9w9suyCC7ssJp7P8/A87Dmz8z1zzux73pl5Z4ZBCCGgoaGhoekwzK6+ABoaGpq/OrQhpaGhoVER2pDS0NDQqAhtSGloaGhUhDakNDQ0NCpCG1IaGhoaFaENKQ0NDY2K0IaUhoaGRkVoQ0pDQ0OjIrQhpaGhoVER2pDS0NDQqAi7qy+AhuZNIbumENm1hShvrIEBRwcA4KBvDQOuThdfGc2bDm1Iad5q8oXl8M68isCXEUiuylWYZpzxIMzt+T6W9BoPHouj4Suk+SvAoFd/onkbKW+owYGMq/gxIwD14galvmPOM8R++6WY1+P9Tr46mr8atCGleetIrs7DjIgf5DxQAzYfDvrW6M03Q3ljDcoba3CnJFHu++7m7+HkkM/pJj8NhZwhnT59OkJCQuDl5QUzMzOIxeJOvwgOh4OIiAg8evQIa9as0YgmALBYLKSlpaGkpASjRo1CY2OjxnSzsrIQFRWFOXPmoKFBOY9IVRgMBqqrq5GXlwc7OztIJBKN6HI4HDx+/Bj5+flwc3PT2H1ms9lIT0/HgwcPsGjRIojFYqQxS7CTFYIaxqtrGCQxw1SxHd4lPeXyqCENeMzMhR8rDkXMWup4b4kBvhc5g6NgvJbNZiMuLg6RkZH4+OOPwWAwoAl/hc1mIzExEbdu3cLq1avB4XA0ostisfDy5Uv4+/tj+fLl4PF4GtHlcrkIDg7G5cuXkZSUBENDw07XbA25PlIOhwM+nw9XV1f07ClfsToLPp+PoqIizJw5U2OaABAbG4ucnBxMmzZNo7qJiYkQiUSYPn26RnUrKyvx9OlTODo6alSXx+MhKysL7u7uGtWNiYlBWVkZZsyYgYrGWnx9Zy1q6pqMKI/Fxc+DP8ESq/Ft5rEEwF5xIzY+PY0DGdcAANnMcvhZZiLAcaPC75iZmaGmpgazZ88Gg8FQa5naQiAQID09HbNnzwaHo7n+3KysLMTExGD27Nng8Xga0y0tLcXly5c1eo8VIfc6JYRQf5pEJBJpXLMrdcVicZfpikQijetKtbsCqee9Ou4YsuuKADQ14/8c88NrjagUHouD/fbL8dvwddSxwPwI/JB6qVXNrnjGhJAuqdNdpaupVtXroONIad4KHpal4nzePerzySGfw8HAut35zOvxPrb2m0t9/i71d+QLy9VyjTR/XWhDSvNWsC7xJPW/u/l7cLfoeNfGtgHz4KDXGwBQL26Ad+ZVla+P5q+N2uNIExMTkZeXhxEjRkBPT0/d2ctQVFSEW7du4cmTJ2Cz2Rg2bBjGjBmDHj16dKpucXExAgICkJycDB6PB3t7e4wdOxYWFhadqitFIpHg3r17qK2tBSEEQ4YMQffu3TtNKzIyEsXFxWAyZd+7hBAMHjy40/rSGxsbERkZibt37yI/Px+9evXCnDlz2q1XwxXjYWk69Xlr/3kK0+Xl5SEmJgYsFkvheYlEAlNTUwwbNgwe/WZifuQ+AEDgywjsGrCoXdekiIqKCjx48ACPHz9GaWkp7OzsMH369E57tlJqampw//59hIaGQigUYsyYMZg0aRK6deumdq2GhgaEh4dDJBLh/fffh7a2tsx5QggePXqEu3fvoqCgABYWFpgzZw569eql9mtRK6QFM2fOJKampuTZs2ctT72WK1eukN69exMdHR0SGRnZru8GBQWR5cuXK50+MDCQ2NnZEQAyf3379iVnz55VOp/IyEgSGBiodPp9+/aRgQMHEgaDIaM7ZMgQEhQUpHQ+sbGxZNeuXUqnb05QUBDh8/mU9vnz55X+bmlpKQkPD1c6/YsXL4itra3cfZb+HTt2TKl8goODycGDB5XWLSwsJKtWrSLa2toyejY2NuSbb74h1dXVSuUTHR1NpnqtIgh0Jwh0JyPuerSa9uTJk3LPteXfuHHjSF1dHSkTVlN5ItCdZFUXyOR19+5dsm7dOiIWi5W6zsePHxMnJyfCZDLl6vP3339PJBKJUvmEh4eTBQsWEKFQqFT6hIQEMn78eMLhcChNJpNJHB0dyZ07d5TKgxBCMjIyyJIlS0htbW2b6fz8/AiHwyFaWlokJydH5lxJSQnx9PQk+vr6MvfA3t6e/Pjjj6SqqkouPx8fH2Jubk7KysqUvtbOQGWP9Pnz54iMjERUVBSOHDmC0tLSTvdEy8rKsHPnTiQnJ6Nfv37YuXMnamtrsXHjRqSnp2PdunUYOHAgHBwc1KpbUVGBw4cPIyMjA66urli1ahWePn2KnTt3Ijo6GmvXru1U7xAA0tPTsWHDBtTW1r4+sRpITU3F8+fPIRAIMHjwYOo4IQQSiaTTvNEdO3bg6NGj0NHRwcaNG/HBBx/g/PnzOH36NPbu3YsVK1bAxsZGqbxKdV6Fl002ab1OWFhYYNSoUTJeEovFQlFREaKjo0EIQd++fcHlcsFjMuEsGIobBVEAgOTqXPTWMetQWaurq7FhwwaEhYWhV69e+Prrr9G/f3+cO3cOp06dwqFDhzB37lyly6ssQqEQnp6eCAkJgYGBAby8vGBiYoJNmzbh0aNH+P777zF06FDo6up2WKOxsRHx8fFIT09HQEAArl27hsbGRmhpacml9fb2xq5du8BkMrF8+XK4urrizJkzCAgIgIeHB6ysrDBnzpwuH6FXhMqG9OzZs9i4UXEISGdx+/ZtREZGAgDWr1+PWbNmAQCMjY0xffp0FBQUwN/fX+2GNCEhAQUFBQCAzz77DJMmTYKLiwtl2DMzM5GTk9OphnT37t1IT0/HqlWrcPTo0U7TkRIREYH6+nps3rwZnp6eMufEYnGnVOpr167h6NGjYDAY+OWXXzB79mwAwKRJk+Dl5QWhUAiBQKB0fjXsV1EKdnqtd/tMnDgR48aNoz6z2Ww0NDTg448/RlRUFFxcXHDkyBGqi6O3timVNr++4wNOOTk5iIuLA4PBwNGjRzFlyhQwGAzY2Njg1q1bePHiBeLi4tCnTx+13u8bN27g2rWmcK79+/dj8eLFYDAYMDY2houLC/744w+cOnUKa9as6bBueXk5li5diri4OJnjLfPLy8vD8ePHQQjB4sWLcezYMbBYLEyZMgVOTk74888/kZSU1LGCagCVDemsWbNgb28PLpcLb29vXL9+XR3X1SampqaU8Rw9ejR1vHncXGfE0PXv3x9+fn4ghGDYsGEAgMzMTMTExAAAHB0dYWlpqXZdKX5+frh06RLWrFkDa2trjQR6R0U1eVylpaXw9fVFamoqunXrhoEDB8LJyalTgqATEhLQ2NiI7t27w8jICJcvX0ZxcTG0tbVhZWWF4cOHt+v5Vmi9Cr4357Z+vUwmE1wul/pcX1+PnTt3wt/fHwMGDICnp6eMroBrQP2fXVuo9PW0ROoJBwUF4caNG1S57969i+LiYggEAtjb26v9pVVaWgpCCNhstsy4Qu/evaGvr4+qqio8ePAAa9as6bCGnp4efvrpJ1RVVYHH4+H48ePw9/eXS1ddXY2ioqbQtCFDhlAvKy0tLaqO5eYqXgvhTUBlQ2prawtbW1sAQEBAgMoXpAxjx47F2LFjZY5VVVVh+/btEIlEEAgEnRLobmJiAmdnZwBARkYGlixZgidPnuDly5cYOXIkrl692mmzK+7cuYNFixbBzc0N+/fvx88//9wpOs0pLS1FdHQ0AGDv3r1y552dnXHq1CmYmXWsSdsadXV1AJomDyxYsAD5+fnUOSaTiZUrV8Lb21vG6LWFlujVIFm9RPlZZAcPHsSOHTsgEAhw+vRpDB8+XOa8EK8MtHS1qI5gaGiIgIAATJkyBQcPHsSJEyfA5XJRWVkJPp+P7777Dn379u1w/q1hbW0NLpcLoVCIW7duYeLEiQCA69evIy8vD0CT8RIKhR0OstfS0pL5rYaEhACAnAPQPOa2ZWtDOviXl5cHsVgMNvvNW2tJreFPXREcKxaLceHCBbi4uCA8PBzdu3fHhQsX1N6sbwmTyYS2tjb09fUBNHmm27dvR1lZmdq1RCIR/v3vf4PP5+Orr74CAJmR5c6qWIQQ2NvbY+LEidi3bx8ePnyIhw8fYt++fdDR0cGNGzdw5syZTtEFmkaTBw8ejODgYISGhuLbb7+FRCKBj48PEhPl58C3hn7DKy8yuSpPqe/U1NTg4sWLAIA5c+ZQLZDmZNcUUf/35nf8ZVJVVQUPDw/ExcVBW1sb8+fPx9dff41Ro0ahtrYWAQEBePbsWYfzb40xY8ZQzfZDhw7ByckJkydPhqenJ/UMWCyWWj1h6aSMtvJs7ZxEIumSSSzK8OaZ9nZQWFiIs2fPYsOGDSCE4MMPP8S2bdswatSoTte2trbGhQsXUFxcjK1bt+LIkSM4cOAAevXqhXXr1r0+g3YQHByMkJAQODo64vHjx3j8+DHCwsKoShUQEABra2sMHTpUrbrGxsYKm2HDhg1DYGAg7t69i+fPn4MQotYfmzQvIyMj/PDDD1S5+vfvjwMHDqCmpgZxcXEYMmSIUvnp17/yXMNKEvBlX7fXfsff3x8RERHQ0tLC5MmT5cpXL27EjYIn1GdVDOmvv/6KAwcOgBACLy8vrF+/HgwGA+PHj8fEiRNx8+ZN7NmzBz/99JNa7zObzcbGjRsRGxuL5ORkREdHg81mw8nJCU+ePEF2djZMTU01MtW0eblarj0hred8Pr/V0LSu5i9rSG/fvo25c+eipKQE/fr1w+7duzt93vp///tfnD59Gnw+H+vXr4etrS1MTEywefNmXLlyBbm5uQgLC8PatWvVWuGlTVupR9iSs2fPws7OTu2GtK6uDllZWWAymejbty/l+bLZbCrGsDOmm0pHdI2MjGT67phMJvVDas9CL5aVfOr/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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)
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.