Question

The area of a rectangle is 72^9^6 square yards. The length of the rectangle is 8^3^4 yards. What is the width of the rectangle in yards? Show how you found the variable expression to represent the width. (Hint: set this up as a division problem to find the missing measurement.)

Answer 1

Answer:

Step-by-step explanation:

As we know the area of a rectangle = The length* The width

Given that:

• The area: $72^{9^{6} }$

• The length: $8^{3^{4} }$

=> The width= $72^{9^{6} }$ : $8^{3^{4} }$  

= $72^{3^{12} }$ : $8^{3^{4} }$

= $(9*8)^{3^{12} }$ : $8^{3^{4} }$

= $9^{3^{12} }$ * ($8^{3^{12} }$ : $8^{3^{4} }$  )

= $9^{3^{12} }$$8^{3^{8} }$ feet