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20 Apr 2023
To calculate surface area, use the equation: (PS)/2 + 1/2bh (if it’s a triangle) or (PS)/2 + b^2 (if it’s a square)
Calculate the surface area of each pyramid with the following values. (P = perimeter, b = one side of the base, s=side, h=height). Number of sides is given in each problem. The first two have hints to let you know what the shape of the base is…..
- P = 12 ft, s = 4 ft, b = 4 ft, h=2 ft, 3 sides (base is a triangle)
- b = 4 in, P = 16 in, s = 12, 4 sides (base is a square)
- P = 48 m, b = 12 m, s=12, 4 sides
- P = 45 yds, b = 15 yds, s=15, h=12, 3 sides
- b = 6 ft, P = 24 ft, s=6, 4 sides
- P = 15 ft, b = 5 ft, s=5 ft, h= 4, 3 sides
- b = 4 in, P = 16 in, s=11, 4 sides
- P = 40 m, b = 10 m, s=10, 4 sides
- P = 45 yds, b = 15 yds, s=10, h=8, 3 sides
- b = 16 ft, P = 64 ft, s=8, 4 sides
- b = 5 ft, P = 20 ft, s=7, 4 sides
- P = 45 ft, b = 15 ft, s=10, h=8, 3 sides
- b = 13 in, P = 52 in, s=11, 4 sides
- P = 28 m, b = 7 m, s=8, 4 sides
- P = 27 yds, b = 9 yds, s=30, h=25, 3 sides
To calculate surface area, use the equation: (PS)/2 + 1/2bh (if it’s a triangle) or (PS)/2 + b^2 (if it’s a square)
Calculate the surface area of each pyramid with the following values. (P = perimeter, b = one side of the base, s=side, h=height). Number of sides is given in each problem. The first two have hints to let you know what the shape of the base is…..
- P = 12 ft, s = 4 ft, b = 4 ft, h=2 ft, 3 sides (base is a triangle)
- b = 4 in, P = 16 in, s = 12, 4 sides (base is a square)
- P = 48 m, b = 12 m, s=12, 4 sides
- P = 45 yds, b = 15 yds, s=15, h=12, 3 sides
- b = 6 ft, P = 24 ft, s=6, 4 sides
- P = 15 ft, b = 5 ft, s=5 ft, h= 4, 3 sides
- b = 4 in, P = 16 in, s=11, 4 sides
- P = 40 m, b = 10 m, s=10, 4 sides
- P = 45 yds, b = 15 yds, s=10, h=8, 3 sides
- b = 16 ft, P = 64 ft, s=8, 4 sides
- b = 5 ft, P = 20 ft, s=7, 4 sides
- P = 45 ft, b = 15 ft, s=10, h=8, 3 sides
- b = 13 in, P = 52 in, s=11, 4 sides
- P = 28 m, b = 7 m, s=8, 4 sides
- P = 27 yds, b = 9 yds, s=30, h=25, 3 sides
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