Question

Find x, y and z in the following figure. Sorry I forgot to post the photo in the previous question. Please solve it in a copy with full process and also state the geometrical fact you used to find them. Those who post spam answers, I will report their 10 brainliest answers :) The correct answer will be marked as brainliest :)​

Answer 1

Answer:

Step-by-step explanation:

x= 31 ---- vertically opposite angles

y = z ----- vertically opposite angles

y+ 90 + x = 180 ------ straight angle

y + 90 +31 = 180

y + 31 = 90

y = 59

y = z = 59

Answer 2

To find the value of "y"

${31}^{0} + y + 9 {0}^{0} = 18 {0}^{0}$

Linear pair......

${31}^{0} + y = 18 {0}^{0} - {90}^{0} \\ {31}^{0} + y = {90}^{0} \\ y = {90}^{0} - {31}^{0} \\ y = {59}^{0}$

The value of "y" is 59⁰

To find the value of "x"

${31}^{0} = x$

Vertically opposite angles......

$x = {31}^{0}$

The value of "x" is 31⁰

To find the value of "z"

$z = y$

Vertically opposite angles.........

$z = {59}^{0}$

The value of "z" is 59⁰

Thnx✌️❤️~