Question

A rectangle with length 8 yards. The area of the rectangle is marked as 48 square yards. Find the perimeter of the rectangle.

Answer 1

Answer:

length=8

area=l×b=8×X

48=8x

48/8=x

x=6

therefore, perimeter=2(l+b)

=2(8+6)

=28yards

Answer 2

Answer:

28 yards

Step-by-step explanation:

Data:

• A = 48 square yards
• l = 8 yards
• b = ?
• p = ?

Solution:

$\implies$ $\sf{b = {\Large\frac{A}{l}} }$

$\implies$ $\sf{ {\Large\frac{48 } { 8} }}$

$\therefore$ $\sf{b = 6\ yards }$

Now to find perimeter:

$\implies$ $\sf{Perimeter\ = 2(l+b) }$

$\implies$ $\sf{2(8+6) }$

$\implies$ $\sf{2(14) }$

$\implies$ $\sf{ 28\ yards}$

$\therefore$ $\boxed{\sf{Perimeter\ = 28\ yards }}$

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