In the given figure- - 1-60- and - 2-23 rd of a right angle- Prove that l m-

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Alternate Angles of Parallel Lines and Its Transversal

In the given ...

Question

In the given figure, ∠1 = 60° and ∠2 = ${(\frac{2}{3})}^{r d}$ of a right angle. Prove that l || m.

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A B ∥ C R

L M ∥ Q R

B M / M C = A L / L Q

L M : Q R

B M : M C = 1 : 2

p

∠ 1 = 60^{o}

∠ 2 = \frac{2}{3}

m ∥ n

\frac{B M}{M C} = \frac{A L}{L Q}

\frac{A M}{A B} = \frac{A N}{A D} .

In the figure, $∠ 1 = 60^{0}$ and $∠ 2 = {(\frac{2}{3})}^{t h}$ of a right angle. Prove that l ||m.

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