Math, asked by deanupma722, 5 hours ago

find the value of x and y fast​

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Answered by Anonymous
87

\green\impliesx= 90⁰

\purple\impliesy= 50⁰

Explanation-

According to the Figure

\red\implies y= 50⁰ . . . . . . .(vertically opposite angle)

Now, In the Triangle

Sum of All angles = 180⁰ . . . .( Angle sum Property)

 \therefore40⁰+ y +x = 180⁰

\red\implies40⁰+ 50⁰ + x= 180⁰

\red\implies90⁰ + x= 180⁰

\red\impliesx= 180⁰- 90⁰

\red\impliesx= 90⁰

Answered by deepakgulati489
1

Answer:

Angle y=50°{vertical opposite angle}

angle x+angle y+40°=180°{sum of angels of a triangle is 180°}

angle x+50°+40°=180°

angle x+90°=180°

angle x=180-90

angle x = 90°

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