The measures of the angles of a triangle can be represented by the expressions two x degrees, the quantity of five x plus ten degrees, and three x degrees. What are the measures of the three angles?
Answer

thirty-four degrees, fifty-one degrees, ninety-five degrees

thirty-six degrees, fifty-four degrees, ninety degrees

thirty-two degrees, forty-eight degrees, one hundred ten degrees

twenty-eight degrees, forty-two degrees, one hundred ten degrees

Question

The measures of the angles of a triangle can be represented by the expressions two x degrees, the quantity of five x plus ten degrees, and three x degrees. What are the measures of the three angles?
Answer
		
thirty-four degrees, fifty-one degrees, ninety-five degrees
		
thirty-six degrees, fifty-four degrees, ninety degrees
		
thirty-two degrees, forty-eight degrees, one hundred ten degrees
		
twenty-eight degrees, forty-two degrees, one hundred ten degrees

anonymous · Answer

2x + 5x + 10 + 3x = 180
10x + 10 = 180
10x = 170
x = 17
Now you can find the angles by replacing x with 17 in the expressions given.

anonymous · Answer

You should use the angle sum property of a triangle for this question, and of course, algebra.

anonymous · Answer

thanks this is my first time seeing this and i had NO idea how to even approch it

anonymous · Answer

yw