Find the value of'x' so that l||m. 1 3x - 10 1 →P 2x +15 Free Distribution by TS
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From the figure we can say that angle (2x+15)° is equal to corresponding angle of angle (3x-10)° [since vertically opposite angles ]
therefore we have
2x+15 = 3x-10
\begin{gathered}2x + 15 = 3x - 10 \\ 15 + 10 = 3x - 2x \\ 25 = x\end{gathered}
2x+15=3x−10
15+10=3x−2x
25=x
therefore x = 25
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