Q1. - Geometry

Question

The area of the parallelogram can be found in two ways:

a.  $A=8\cdot \_\_\_?\_\_\_=\_\_\_?\_\_\_$

b. $A=4\cdot \_\_\_?\_\_\_=\_\_\_?\_\_\_$

Step-by-Step Solution

Answer

The value of A is24 .

Step 1. Given information.

The two sides of parallelogram are given 8 and 4.

$A=8\cdot \mathrm{.....}=\mathrm{......}$

$A=4\cdot \mathrm{.....}=\mathrm{......}$

Step 2. Concept used.

Area of parallelogram can be found using the formula 

$A=bh$

Where, 

$b=$ Base of a parallelogram and $h=$ Height of a parallelogram 

Step 3. Now find the value.

Calculation:

$A=8\cdot 3=24$

$A=4\cdot 6=24$

Therefore, the value of Ais24 .