Question 13 Marks
In fig, line n is a transversal to lines l and m. identify the following: Angles alternate to $\angle\text{d}$ and $\angle\text{g}$ and angles corresponding to angles $\angle\text{f}$ and $\angle\text{h}$ in.
Answer
View full question & answer→ Angles alternate to $\angle\text{d}$ and $\angle\text{g}$ and angles corresponsing to angles $\angle\text{f}$ and $\angle\text{h}$ in the,
The alternate angle to $\angle\text{d}$ is $\angle\text{e}$ and alternate angles to $\angle\text{g}$ is $\angle\text{b}.$ The corresponding angles to $\angle\text{f}$ is $\angle\text{c}$ and $\angle\text{h}$ is $\angle\text{a}.$
The alternate angle to $\angle\text{d}$ is $\angle\text{e}$ and alternate angles to $\angle\text{g}$ is $\angle\text{b}.$ The corresponding angles to $\angle\text{f}$ is $\angle\text{c}$ and $\angle\text{h}$ is $\angle\text{a}.$
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In the given figure. ‘I’ is a transversal to ‘m’ and ‘n’. So, the alternate angle of $\angle\text{PQR}$ is $\angle\text{QRA}.$ The corresponding angle $\angle\text{RQF}$ is $\angle\text{BRA}.$ The alternate angle of $\angle\text{PQE}$ is $\angle\text{BRA}.$