Maths-
General
Easy
Question
How many square tiles of the side 20 cm will be needed to pave a footpath which is 2 m wide and surrounds a rectangular plot 40 m long and 22 m wide.
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)
Hint:
Area of a rectangle = length × breadth
The correct answer is: ∴ 6,600 tiles would be required to cover the footpath.
Step-by-step solution:-
Paving the floor of a footpath with tiles means putting tiles on the whole surface of the footpath.
∴ If we know the area of the footpath and the area of each tile, we can find the number of tiles required to cover the footpath.
Let the number of tiles required be n
Now, from the given information,
length of the plot = l1 = 40 m
breadth of the plot = b1 = 22 m
Side of each tile = 20 cm = 0.2 m (1m = 100 cm)
∴ Area of the plot = length × breadth
∴ Area of the plot = 40 × 22
∴ Area of the plot = 880 m2 ............................................................... (Equation i)
In the adjacent diagram-
For the outer rectangle-
Length = Length of plot + 2 (width of footpath)
Length = 40 + 2 (2)
Length = 40 + 4
Length = 44 m .................................................................................. (Equation ii)
Breadth = Breadth of plot + 2 (width of footpath)
Breadth = 22 + 2 (2)
Breadth = 22 + 4
Breadth = 26 m .................................................................................. (Equation ii)
Area of Outer rectangle = length × breadth
∴ Area of Outer rectangle = 44 × 26 ..................................................... (From Equations ii & iii)
∴ Area of Outer rectangle = 1,144 m2 .................................................. (Equation iv)
Area of footpath = Area of outer rectangle - Area of inner plot
∴ Area of footpath = 1,144 - 880 ......................................................... (From Equations i & iv)
∴ Area of footpath = 264 m2 ............................................................... (Equation v)
Area of each tile = Side2
∴ Area of each tile = (0.2)2
∴ Area of each tile = 0.04 m2 ............................................................... (Equation vi)
Area of the footpath = Area of each tile × total number of tiles required.
∴ 264 = 0.04 × total number of tiles required ................... (From Equations v & vi)
∴ 264 / 0.04 = total number of tiles required
∴ 6,600 = total number of tiles required
Final Answer:-
∴ 6,600 tiles would be required to cover the footpath.
Related Questions to study
Maths-
A circle has a diameter of 120 metres. Your average walking speed is 4 kilometres per hour. How many minutes will it take you to walk around the boundary of the circle 3 times? Round your answer to the nearest integer.
A circle has a diameter of 120 metres. Your average walking speed is 4 kilometres per hour. How many minutes will it take you to walk around the boundary of the circle 3 times? Round your answer to the nearest integer.
Maths-General
Maths-
Find the total area in the given figure.
![](data:image/png;base64,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)
As per the given diagram, rectangles EFGC is in rectangular shape. However, all sides of rectangles EFGC are equal to 30 units, making it a square.
Although final answer remains the same, we should ideally consider it to be a square and solve accordingly.
Find the total area in the given figure.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOcAAACqCAYAAABWMliSAAATK0lEQVR4nO3de3hU9Z3H8ffMZJJhSEISciEkgIAEwp0EikgBK5BKBVsNChKM3UBbtMACFUTtWrAqiJe6sG6lwHJfK/HWUpQlCwKCXBSkYpRbriaBXAgmk2Qyycw5+0cgFrVrbmfOIfN9PU+ehwnPzO/75Mknv98553cxqaqqIoQwHLPeBQghvpuEUwiDknAKYVASTiEMSsIphEH5AZSXl5Obm4vZbEZRFBRFAUBu5ArROoqiEBgYSJ8+ffD392/We/0APvzwQ1JSUrBYLEBDKE0mU9tXKoSPcbvdTJkyhQ0bNjT7vX4AZrOZqqqqxh5TCNF2PB4PDocDm83WrPeZoaGnNJvl8lMILdTV1VFRUdHs9/nB9deWkZGRpKWltV1lQvigY8eO8f777wNtGM6YmBhWrFjRRiUK4ZvWrFnTGM76+nqqq6ub/RmNw9prPB5PG5UnhO+qra1t/LfH47nudVPJhaYQGlNVFbfb3ez3STiF0Jiqqi16EiLhFEJjLZ3MI+EUwqAknEIYlIRTCIOScAphUBJOIQxKwimEQUk4hTAoCacQBuWndwHC+1RVpaSkBKfT2fi9Tp06ERoaqmNV4puk5/RBNTU1TJkyhZ49ezZ+LVu2TO+yxDdIz+mDPB4PlZWVJCYmMm/ePAAGDRqkc1XimyScPsrj8dC3b18efPBBr7Wp1BaTeeIjzuTV03nACG4dEkvDxh0uCk4f5uinlwkdcAtjhnajeVthNd/69et59tlncTqdKIrC8OHD2bVrl8atNo+E00dZLBYuXLjAa6+9htVqZezYsURGRmrYokLW4XfYefIizpLLfPHmG5xdsoqHRsaQffzPvPzGcQLVQC4e2U/OvywhLbGHptdcFy5cIDc3l4kTJxIcHExcXJyGrbWMhNNH+fv7c/z4cWbMmAFARkYGEyZM0LTNsD4T+cXYXkRYXexYkMTmd47z85G3sOvPHxA+6TGenNib028v5JEt73Ln0IeItmhaDqGhoWzatIno6GhtG2ohuSHko1wuF0lJSZw9e5bz588zevRojVs007l7L4Jqr3C54DSnq6JIGNUPa/k5PikLYEjPhoDE9I7HWniWkubv6tFsHo+HrKwsLl682KI9frQmPaePUhSFsLAwrw7nPFVfsPWlNRz4exbnlUT+MK4famkmX1U7UK72kv4d7CjOi1yudkFwgGa1WCwWKioqGDNmDAApKSls27ZNs/ZaQsLpo8xmM0eOHGHOnDkAjBo1itTUVE03EzfbunFHylxG/CSXN15exdpNGfScBKpHwXyt2avrkrUe0imKgt1uZ/HixURGRtK/f3+NW2w+CacPslqtxMXFcfjwYTZv3gw0/LKmpqZq2q7JL5BuN/enG/3xTNjGvW/uIveOSXRQXThcDXvsuGqqMdm7ER6o7f1aVVWx2WzMnj2b2NhYTdtqKQmnD+rQoQM7d+70cqvV5J69QnjfWAKBysoagjpHExXTj34R9WRml0LfYHLOfIEt/ofEBmp7HIiqqqiq2qItK71Fwim8xMXZD17jj5sLcVbXU1LVhYXzZ9IrsCtTZ4zl5T8vZ96uYGo6BjP7ofGEaHxUj9lsxuPxGPqkAwmn8JIwbp9+P10yz1Ls8KdLvyEMjg0GoP/tv2Z511N8luckckACQ65+X0sLFy4kNTWVHj16aN5WS0k4hddYA2MZMvK7ru8CiO43kuh+3qslMjJS40kXrSfhFBQVFfHyyy9ft0qlPVNVlbS0NBISEvQu5f8l4RSUlZXx0ksv+dRRHKNGjTJ8OI17NSy8xmw2ExgYqHcZXuXnZ/x+yfgVCq/q2MHG4p/fjcVspmX7lBuTn8VCdsEl1r+1R+9SmkzCKa7TsYON3z10P1it0MJjBAwpIIBjRz+RcIobl6qqVFU78be6W3zGhxEFuD3UOF16l9Escs0phEFJOIUwKAmnEAYl4RTCoCScQhiUhFMIg5JwCmFQEk4hDErCKYRBSTiFMCgJpxAGJeEUwqBk4ns7V1hYyNtvv934esiQIYwePdrQG1uJBhLOdu6jjz5qPOYPGvbOWb16NdOmTdOxKtEU8uezRVRqqy7zZW4OWVkXyC4sxum5trxKofJSHlk5l6gxwK4f17YeSU9P57PPPsPtdrNx40adqxJNIT1nSyhl7FizkK3HTfQOt6Le9AMWzfslfYPdXPgknU1b9lJYHkCPScn869TxhOr4U752vEJsbCwDBgwgPDwcu92uX0GiyTT/tSkvL+fJJ5+kpKSEV155hYiICK2b1F79V5zNq2To/ct49PZYFHMAIYFm3KXHeXXtfvrP+i3zoop48bl/Z1Nsfxb+UL8j5q6Fc/Hixdjtdi5fvsz8+fN1q0c0nebD2iNHjvDKK6+Qnp7OgQMHtG7OO1QVizWIqB69CA+PJDKsE/5mKPjsIOcYwZ0jehLV/RbGxVo5duwMBhjd8vnnn3P69Gnq6urYuHEj9fX1epckvofm4dy7dy+DBw9m7NixvPXWW1o35x0mM/WOLPZsWs2rG9/k6JcOAEq+zMUVaMMKgIWIznYcl7Kp07HUa1uNvPHGGxQVFbFo0SK2bNnCxx9/rGNVoik0DafT6WTv3r2kpKQwaNAgDh48SHl5uZZNeoc1mmlpC7hnUCTV+ftY9cIzHCysoa6qBkXxfL1rnb9KdbUDt561XqUoCtBwojWg6VF/om1oes15/vx5zp07R3JyMtnZ2Wzfvp0TJ04wceJELZvVnrkjQ8dOZ+hYgEt0XDSXHftPc1+AFY/n602xFCcEh3RG28Psmuauu+7CZrNRW1vLhAkTSExM1Lsk8T00Dedf/vIXgoOD2b17Ny6Xi+rqag4dOnTjh1MFGjseK2aTgrNOJbpnLHX/W0ilAp3NdeSX1BHZs9/VYa4+4uPjmTlzJh6PB1VVSUhIIDU1FatVz6pEU2gWTkVROHr0KCUlJcydO7fx+/v27ePxxx8nIEC7I8W15rh0knf3XGLgjwah5u/muCOEO0YP4qbOdQz0X8PO/aeZFHqOQ18FclfqAF0fJsfHx7N161YdKxAtpdnvTXZ2NqdOneKRRx4hKyuLrKwsFi9ezOHDh8nOztaqWa+wh4YT7PqA5xf/muU7ipj4qyf5WVxHrJ1H8+SjUynd9nuWvHSEEQ8s5c6e8kxRtIxmPef+/fspKipixowZ9OrVC4Af//jHPP/882RkZBAfH69V05qz2Loz6ZcrmPQLFa67sWKha/9p/P6/ZGqcaD3NwpmQkMCGDRuuC2FiYiIbNmygf//+WjXrXe3kjueNcKiPL9I0nN88Yi0kJIS0tLTG1/v27ePo0aNyc0JHFouFkpISXK4b66gCX6Drn8x3332XF198Uc8ShDAsXVelyJpCIf45Q1xsBNg6YLPZUdvViZA3jqrKChTFCDOAxT8yRDjvnjGH2fOXU+us1rsUn2M2m5mVPJKLBbl6lyK+QcaVQhiUhFMIg5JwCmFQEk4hDErCKYRBSTiFMCgJpxAGJeEUwqAknEIYlCFmCAmht/rqPE4c+JiC+kiGjBtJn5CrOz+plZw5dIC/F9sZ+qNx9O3svchIOIWoLeX9dzZxJA+qcrP524lPeezRh+nb0ckHu/6TNw+VEeh2s/fCGRbNfZh+gd5ZxyvDWuHzVIuNuB9MZ97i3/LMv92H5+AO/naqhLqLH7JtRxETH36K5SsfZWDpHv74ty+8tjxDwil8nskaxE19+hJmtVBfVY0rtAc9u3bk0rmPKAwaTEJ3Oxa/aBJ7RZJ/5gze2itfwikEUPTJ68yfeReTZ68j4LZUftIzkNLcAmr9lMZdUAM7+VNZkkutl2qScAoBdO5zOwuXP8vjs4dxcder7DxXgcftBkVtDKfJouJ2e1C8VJOEUwggIDCCnr0HMjHlV4wIOcPWjJOYg+y4nE7qrqbRWekhJDwGm5dqknAKn6d66qhxXj3RxmzGEmDDz2Ilum8ctvICSp0ATs4WOekWPxBvbYcuj1KEz6sp+zsb1n5A58Q+qNkH+dw6iod+MpyYyGjuiH+CLes2kxNWzBHPTaRNHoS3NkSVnlP4vI5RQ/jZlG4UHN9PZtUAHnlqJRO728DWmwVLf8utnmyO5XQi5eHHGBHqvb2KpecUAn+6D7uXR4fd+63/sQQN5L7fDOQ+HaqSnlMIg5JwCmFQEk4hDKptwqlUU5KfS37RlW9MbfJQcSmPnPxSamW/aCGapdU3hFRXOR/uWc+ujPOc+9LFwJlz+c09PyDIVMvZj9LZvHUflyoD6X33/SyYcisdpa8WoklaHxWPC7XjYFIfW8aS6ZHsXLWKPbk11BcdZ/3248Sl/o6nn5jMl39dQ/rpy21QshC+odXhNNmj+eHtd9AvOobBI4cTVVFIfmkFWZ8fo9AyjEnDb6Jrn1sZHVLLh6dy2qJmIXxCmw4yq8rLcHbpRlyXYMq/zKXWHkDDenIbXcP9KCvKR47LEaJp2jCc5by3468ow5IYFduRivIK3G6lcWGq2abicDi8thZOiBtdm80Qyv1gA+tOhjJ37XTCzCqqyYRHuXaon4qn2kRoSKjXJg0LcaNrk57TVXyQF/94mNFLnuO+noGAiZju0bguF1MJQDXnS81073Wz1yYNC3Gja3043cX89wvL+TRsIqkDbOTm5VPiqKPP8NvpzafsPvgF5z/excdEc9fo3m1QshC+odXDWk9NEfmlftgqD/L7Bfup9pgZOmMRy+6ewBO/LuU/XnyCRy1xTFu8hDHRMqgVoqlaHU5L8DB+t+l/AFDVa7d/TJhM0H3YA6zaNhMVkwxnhWimNl0yZjJ9VwQlmEK0hEymE8KgJJxCGJSEUwiDknAKYVASTiEMSsIphEFJOIUwKAmnEAYl4RTCoCScQhiUhFMIg5JwCmFQEk4hDErCKYRBSTiFMCgJpxAGJeEUwqAknEIYlIRTCIOScAphUBJOIQxKwimEQbXp1pgtZbX6Y+8Y9E+21hRasljMmExf/402mUwE2juAvxXUdnQceYA/dtuNtam5IcKZeeoY29atwl1fp3cpPsdkMlHl+KrxdU1tLc9veguL2YJK+wmnn5+FC3lFepfRLIYI58lj+zl5bL/eZQigqqaWJX/YpHcZAp2vOT0eOUpX6ENRFL1L+F6a95zFxcXs2rWL2tpaAGJiYhgzZgxhYWFERUVx88034+dniA5c+Ai3202nTp30LuN7aZ6KU6dOMWvWrMbXVquVsWPHsnbtWh588EHuvPNOLBaL1mUI0cjj8dCtWze9y/hemofT7XZjs9l44YUXuOeee9i8eTOPPfYYK1asYP369URFRWldghA3JK9cc5pMJkJCQoiOjmbp0qVMnz6dHTt2UFZW5o3mhbghee2G0D9egCckJFBdXU1xcbG3mhdNUFFRwcqVK7n33ntZunQp+fn5epfk03S5W3ttsoHZLBOUjKKsrIzJkyezfPlyDhw4wJ/+9CdWrlz5Dwcitz8nTpwgOTmZsLAwYmJimD9/PoWFhXqX1UiXdOTk5ODv709oaKgezYvv8Oqrr3Lo0CGeeeYZSkpKOHz4MElJSe02nHv37mX8+PGcPHmSpKQkbrnlFt555x3ee+89vUtr5LVnGNcel+zcuZPt27dz2223yc0gg6itrWXPnj306tWLBx54AID4+Hji4+N1rkwbVVVVLFu2jLCwMF5//XVGjBgBQGZmJna7XefqvqZ5z2kymXA6ncyaNYvIyEimTZtGREQEK1askLm0BlFZWUlZWRkREREEBQXpXY7m8vLyyMzMZOrUqYwYMYJLly5RUFBAeHi4oR6xaN5z9unTh9mzZ+NwOFAUhfj4eFJSUoiLi9O6adFEJpPpuq/2rrKyEpfLRffu3XE4HCQmJlJU1DDvNj09nalTp+pcYQOvhHPdunVaNyNaITg4mIiICPLy8igvLyc6OlrvkjTl5+eH2WzG6XRit9tZvXo1J06cYMWKFVRXV+tdXiO5XSoICAhgypQp5Obm8tRTT1FQUMDu3btZvXp1u5z/3LVrV8LDw9m9ezdOp5Pk5GRmzpwJYKiRg4RTAJCamspPf/pT1q5dS7du3Zg8eTJXrlxpl1MrY2JiSEtLY9++faSlpZGens7mzZuBhhltRiEzzgUAERERbNmyhYyMDEpLS4mKimL8+PF6l6WZBQsW4HK5WL9+Penp6QBMmDCBYcOG6VzZ1yScolFwcDDJycl6l+EVQUFBPP3008yZMweHw4HZbKZLly6GWq0i4RQ+LTY2Vu8S/im55hTCoCScQhiUhFMIg5JwCmFQ3wqnLOMSovWsVmurP+Nbd2srKirIyMho9QcL4csyMzNb/RnfCmdOTg5JSUmt/mAhRIOWTglsHMO210W1QhhBSwLqBw3zCRVFMdSkXyHaA1VVcbvdLZqj7AcQFxfHc889R319PQ6HA6fTSV1dHR6PR3pUIVpBVVWioqJadKPVpKqqWl9fj9vt5sqVK1y5coWKigqcTidutxtVVSWgQrTAtcXrFosFq9XKuHHjmvd+VZInhCHJQ00hDErCKYRBSTiFMCgJpxAGJeEUwqAknEIY1P8Bti41u6MgeUQAAAAASUVORK5CYII=)
Maths-General
As per the given diagram, rectangles EFGC is in rectangular shape. However, all sides of rectangles EFGC are equal to 30 units, making it a square.
Although final answer remains the same, we should ideally consider it to be a square and solve accordingly.
Maths-
A rectangular parking lot is 90 yards long and 35 yards wide. It costs about $.45 to pave each square foot of the parking lot with asphalt. About how much will it cost to pave the parking lot?
A rectangular parking lot is 90 yards long and 35 yards wide. It costs about $.45 to pave each square foot of the parking lot with asphalt. About how much will it cost to pave the parking lot?
Maths-General
Maths-
A person is standing exactly at the centre of a circle. The distance of the person from the boundary of the circle is 3 ft. Find the area of the circle.
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)
A person is standing exactly at the centre of a circle. The distance of the person from the boundary of the circle is 3 ft. Find the area of the circle.
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)
Maths-General
Maths-
The length and breadth of a rectangular plot are in the ratio 3: 1 and its perimeter is 128 m. Find the area of the plot ?
The length and breadth of a rectangular plot are in the ratio 3: 1 and its perimeter is 128 m. Find the area of the plot ?
Maths-General
Maths-
Find the cost of fencing a square park with 16 m side if the cost of fencing is $16/m.
Find the cost of fencing a square park with 16 m side if the cost of fencing is $16/m.
Maths-General
Maths-
If the area of a triangle is 77 m2 and its height is
m, find the length of its base
If the area of a triangle is 77 m2 and its height is
m, find the length of its base
Maths-General
Maths-
What is the area of a uniform path of width 2m along the outside of a square plot of land of length 20 m?
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)
What is the area of a uniform path of width 2m along the outside of a square plot of land of length 20 m?
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)
Maths-General
Maths-
A triangle has an area of 7.65 square feet. What is the area of the triangle in square inches?
A triangle has an area of 7.65 square feet. What is the area of the triangle in square inches?
Maths-General
Maths-
A rectangular floor of a room is 18 m long 12 m wide.Find the cost of covering the floor with carpet 6 m wide at Rs 40 per metre.
A rectangular floor of a room is 18 m long 12 m wide.Find the cost of covering the floor with carpet 6 m wide at Rs 40 per metre.
Maths-General
Maths-
The diagonal of a square is 4 √2 cm. Find the length of another diagonals if the diagonal of another square whose area is double that of the first square.
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)
The diagonal of a square is 4 √2 cm. Find the length of another diagonals if the diagonal of another square whose area is double that of the first square.
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)
Maths-General
Maths-
1 square foot ≅ _____ square yard
1 square foot ≅ _____ square yard
Maths-General
Maths-
What kind of geometric intersection does the given image represent?
![](data:image/png;base64,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)
What kind of geometric intersection does the given image represent?
![](data:image/png;base64,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)
Maths-General
Maths-
285 cm2 = ___ m2
285 cm2 = ___ m2
Maths-General
Maths-
Why does a 3-legged stand have more stability than a 4-legged stand on an even surface?
Why does a 3-legged stand have more stability than a 4-legged stand on an even surface?
Maths-General