Question

three angles of a quadrilateral are 75degree ,90 degree, 75 degree. find the fourth angle

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Answer 1

Answer:

f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2f (x)= x², find f(2, 2) - f/(2,2-2

Answer 2

Answer:

sum of all angels of the quadrilateral is of 360°

so,x+240°=360°

x=360°-240°=120° is the answer.

Step-by-step explanation:

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