In the diagram PQ is parallel to RX, $\angle QPS=105{}^\circ $ and $\angle FEG=50{}^\circ $ .

Find the value of n

In the diagram PQ is parallel to RX, $\angle QPS=105{}^\circ $ and $\angle FEG=50{}^\circ $ . Use the diagram to answer question 44

Find the value of m.

The interior angles of a polygon are 3x^o, 2x^o, 4x^o, 3x^o and 6x^o. Find the size of the smallest angle of the polygon

In the diagram, POS and ROT are straight lines. OPQR is a parallelogram, $\left| OS \right|=\left| OT \right|$ and $\angle OST=50{}^\circ $ . Calculate the value of $\angle OPQ$

In the diagram, $PQ\parallel RS$. Find x in terms of y and z

In the diagram PQ is a straight line (m + n) = 110^o, (n + r) =130^o and (m + r ) =120^o. Find the ratio of m : n : r

The angle of a polygon are x, 2x, 2x,  (x + 30^o), (x +20^o) and (x –10^o). Find the value of x

In the diagram, which of the following ratios is equal to $\frac{\left| PN \right|}{\left| PQ \right|}$?

Find the value of m in the diagram

In the diagram $NQ\parallel TS$ ,$\angle RTS={{50}^{\circ }}$ and $\angle PRT={{100}^{\circ }}$ Find the value of $\angle NPR$