Question

determine the value of x in the figure

Answer 1

this the answer of your question my dear friend

Answer 2

Concept:-

It might resemble a word or a number representation of the quantity's arithmetic value. It could resemble a word or a number that represents the numerical value of the quantity. It could have the appearance of a word or a number that denotes the quantity's numerical value. It would possibly resemble a word or a number illustration of the amount's arithmetic cost. It should resemble a word or a variety of that represents the numerical cost of the amount. It should have the arrival of a phrase or a number that denotes the amount's numerical value.

Given:-

Given that "an figure".

Find:-

We need to find the "determine the value of $x$ in the figure."

Solution:-

According to the given figure,

The linear pair are angle $PQR$ and angle $SRQ$ is $180^{\circ}$

$\angle PQR+\angle SRQ =180\\6x+4x=180\\10x=180\\x=18$

Hence, the value of $x$ in the figure is $18^{\circ}$.

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