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# How do you find the height of a parallelogram with an area of $104$ square and a base of $8$ yards?

Last updated date: 23rd Feb 2024
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Hint: Start by mentioning all the formulas that are necessary in these types of questions. Then next start by evaluating the area of the rectangle. Areas of a parallelogram are given by$A = b \times h$. Also, mention some properties of the parallelogram.

First we will start off by mentioning the formula for the area of the parallelogram, which is given by,
$A = b \times h$
where $b$ is the base of the parallelogram and $h$ is the parallelogram. Now we will evaluate the area of the parallelogram.
Area of the parallelogram is given by the formula,
$A = b \times h$
where $b$ is the base of the parallelogram and $h$ is the height of the parallelogram.
Now, we will substitute the values of the terms in the above mentioned formula,
$A = b \times h \\ \Rightarrow 104 = 8 \times h \\ \therefore h = 13 \\$
Hence, the value of the height of the parallelogram is $13$ yards.