Question

In figure, $l||m$ and $p||q$. Find the values of $x,y,z$ and $t$

Answer 1

Now

Here $z={80}^{\circ }$ ($\because$ vertically opposite angles are same)

Now $z=t$ ($\because$ corresponding angles are equal)

So,$t={80}^{\circ }$

Again $y$ and $z$ are corresponding angles

so, $y=z={80}^{\circ }$

Again $x\&y$ are also corresponding angles

so, $x=y={80}^o$

Hence,

$x={80}^{\circ }$

$y={80}^{\circ }$

$z={80}^{\circ }$

$t={80}^{\circ }$