Question

Calculate the angle x and angle y value in the given figure?

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Answer 1

Answer:

From the given figure

AB = AC and BD = CD

Then the diagonally opposite angles are

equal.

ZABD = LCD Or BC = ZBAC

BDC = ZADB + ZADC and

ZBAC = ZBAR + ZCAD

y + 70 = x 37

The x = 70 and y = 37

$hope \: it \: help \: you$

Answer 2

$\huge\blue{Answer}$

given values:

(i)AB = AC

(ii)BD = CD

[let the midpoint be O]

so,angle BAO = 37°

angle COD = 70°

from the above information,we can conclude that angle is O ,is the perpendicular bisector of the figure and angle O is 90°.

so,as the given angle is bisected the angle x will be 37°.

and angle y will be 70°.

hope it helps you.