0
Add your answer:
Earn +20 ptsQ: How many 4x16 bricks would it take for 640 square feet?
Write your answer...
Submit
Still have questions?
Continue Learning about Math & Arithmetic
How many bricks would you need if the area of a patio is 396 square feet and the bricks are 9 x 8?
If the bricks are in feet then 51/2 bricks would be needed.
How many bricks would you need for 150 square feet?
88 standard sized bricks.
How many bricks in 133 square feet?
Depends on how big the bricks are
How many 6 x 9 bricks would you need for 336 square feet area?
900 of them.
How many bricks would you need if the area of a patio is 140 square feet and one brick is 8 inches by 16 inches?
About 14 bricks should do it.
Related questions
How many bricks would you need if the area of a patio is 396 square feet and the bricks are 9 x 8?
If the bricks are in feet then 51/2 bricks would be needed.
How many bricks would you need for 150 square feet?
88 standard sized bricks.
How many square feet in a skid of bricks?
64 square feet
How many square feet in 600 bricks?
Depends on how big the bricks are.
How many bricks in 133 square feet?
Depends on how big the bricks are
How many 12 x12 bricks would you need for 1500 square feet?
1500
How many bricks would you need if the area of a patio is 100 square feet and one brick is 4'' x 8''?
450 bricks
How many 6 x 9 bricks would you need for 336 square feet area?
900 of them.
How many 12 x 12 inch bricks would you need for 144 square feet?
144
How many bricks would you need if the area of a patio is 140 square feet and one brick is 8 inches by 16 inches?
About 14 bricks should do it.
How many square feet does 120 bricks cover?
It depends on the size of the bricks and their orientation when they are laid.
How many 16 x 16 inch bricks will cover 96 square feet?
72 bricks will cover 96 square feet. First you need to find the number of inches in the 96 square feet. 96 x 122 = 13,824 square inches. After this, divide 1,152 by 162, and you find that you need 54 of the bricks.
Copyright ©2024 Infospace Holdings LLC, A System1 Company. All Rights Reserved. The material on this site can not be reproduced, distributed, transmitted, cached or otherwise used, except with prior written permission of Answers.