find the values of x and y
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Both x and y is 55°
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✳ Let the given triangle be marked as A, B and C, such that,
Angle A = 70°
Angle B = x
Angle C = y
AND IT IS ALSO GIVEN THAT : AB = AC.
So, Angle B = Angle C.
Because, angles opposite to equal sides are equal.
✳ Now, as per "ANGLE SUM PROPERTY OF TRIANGLE",
✳ Angle A + Angle B + Angle C = 180°
◻ 70° + x ° +x° = 180°
◻ 70° + 2x° =180°
◻ 2x° = 180°-70°
◻ 2x° = 110°
◻ x° = 110/2
◻ x° = 55°
✳ As, Angle B = Angle C.
◻ Angle B = 55°
◻ Angle C = 55°
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Hey mate here is your answer ⤵⤵⤵
From the figure,
AB=CD✔
angle x=angle y [angles opposite to equal sides of a triangle are equal]
Now ,
✔x+y+70°=180°
✔x+x=180°-70°
✔2x=110°
✔x=55°
=>x=y=✔
❤hope it helps you ❤
♠please mark as BRAINLIEST. ♠
From the figure,
AB=CD✔
angle x=angle y [angles opposite to equal sides of a triangle are equal]
Now ,
✔x+y+70°=180°
✔x+x=180°-70°
✔2x=110°
✔x=55°
=>x=y=✔
❤hope it helps you ❤
♠please mark as BRAINLIEST. ♠
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