Question

A parallelogram has a base of 9 units and an area of 12 squareunits. What is the corresponding height for that base?0 12/9 units or its equivalent09/12 units or its equivalent0 5/3 units or its equivalentO 3/5 units or its equivalent

Answer 1

the formula to calculate the height is:

`\begin{gathered} A=b.h\text{ but }from\text{ this formula }we\text{ find the height} \\ h=(A)/(b) \\ h=(12)/(9) \\ the\text{ answer is }(12)/(9) \\ \text{but }if\text{ we get the }third\text{ we have } \\ (12)/(9)\text{ }=(4)/(3) \end{gathered}`

From the formula of the area we had to find a height for this, the base that multiplied the height happened to divide the area as you can see in the solution of the exercise.

the answer is

`(12)/(9)\text{ units or this equivalent }(4)/(3)`