26 feet plus twice the length.
To calculate the amount of edging material needed for the circumference of the circular patio, use the formula for the circumference of a circle: ( C = 2\pi r ). With a radius of 12 feet, the calculation is ( C = 2 \times \pi \times 12 \approx 75.4 ) feet. Therefore, approximately 75.4 feet of edging material will be needed for the patio.
The answer depends on how much what. Fencing or edging is related to perimeter; turfing or netting is related to area.
90 feet squared of carpet is needed.
To determine the amount of lace edging needed for a rectangular tablecloth measuring 52 inches by 70 inches, you first calculate the perimeter. The perimeter is given by the formula (P = 2 \times (length + width)). In this case, (P = 2 \times (52 + 70) = 2 \times 122 = 244) inches. Therefore, you would need 244 inches of lace edging to go around the tablecloth.
78 feet!78 feet!78 feet!78 feet!
Edging needed = pi*13 feet
40.8
A length of approx 18.85 feet.
40.8 feet
The answer depends on how much what. Fencing or edging is related to perimeter; turfing or netting is related to area.
90 feet squared of carpet is needed.
To determine the amount of lace edging needed for a rectangular tablecloth measuring 52 inches by 70 inches, you first calculate the perimeter. The perimeter is given by the formula (P = 2 \times (length + width)). In this case, (P = 2 \times (52 + 70) = 2 \times 122 = 244) inches. Therefore, you would need 244 inches of lace edging to go around the tablecloth.
50 feet
56 feet?
78 feet!78 feet!78 feet!78 feet!
625 times 0.5 = 312.5 cubic feet will be needed
How much cement is needed to cover 192 square feet of area