This Question: 1 pt 9 of 24 (17 complete) This Test: 24 pts possible The figure

Question

This Question: 1 pt 9 of 24 (17 complete) This Test: 24 pts possible The figure shows that 8" by 10 rectangular bricks can tile a 80" by 80 square he (a) Is there a smaller size square that can be tiled with 8" by 10" bricks, all placed horizontally? Explain why or why not. (b) What is the smallest square that can be tiled with horizontal 6" by 8" bricks? Explain your reasoning. sa 67.0 781 280 (a) Select the correct choice below and, if necessary, fill in the answer box to complete your choice O A. There is a smaller square that can be created with 8" by 10" rectangular bricks. The side length is based on O B. There is a smaller square that can be created with 8" by 10" rectangular bricks. The side length is based on O C. There is not a smaller square that can be created with 8" by 10" rectangular bricks. (b) Select the correct choice below and, if necessary, fill in the answer box to complete your choice O A. The smallest square can be made with a side length based on the least common multiple of G" and 8" which int O B. A square cannot be created with 6" by 8" rectangular bricks. the least common multiple of 8" and 10" which is" the greatest common divisor of 8" and 10" which is Th Th Th num If the The smallest square can be made with a side length based on the greatest cornmon divisor of e and a which is by th the C. Click to select and enter your answerís).

Explanation / Answer

(a) There is a smaller square thatt can be created with 8'' by 10'' rectangular blocks. The side length is based on the leasst comman multiple of 8'' and 10'' which is 40''

option A is correct

(b)This is also similar to (a) and the LCM of 6'' and 8'' is 24''

Option A is correct

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