Question

Joe bought a rectangular-shaped farm. Length of his farm is $2^5\text{ft}$ and breadth is $3^5\text{ft}$. Area of the farm is ${\text{ft}}^2$

• A. $6^5$
• B. $6$
• C. ${1.5}^5$

Answer 1

The correct option is A $6^5$

We know:
Area of rectangle $=$Length$\times$ Breadth
Given Length of farm$=2^5\text{feet}$
and breadth of farm$=3^5\text{feet}$
$\Rightarrow$ Area of the farm$=2^5\times 3^5$
$=(2\times 3{)}^5=6^5{\text{ft}}^2$