A right triangle has an angle measuring 38 degrees. Which is the degree measure of another angle of this triangle?
A. 52 degrees
B.82 degrees
C. 104 degrees
D. 142 degrees

Answer :

Answer:

your answer is 142 degree

Step-by-step explanation:

let the other side be x

38+x=180

x=180-38

x=142

the degree measure of another angle is 142

Answer:

x(unknown degree) + 38(given degree) + 90(right triangle's angle) = 180(sum of all angles of a triangle will equal 180)

x + 38 + 90 = 180

128 + x = 180

-128        -128

X = 52 degrees

whenever given a triangle ALL their angles will have a sum of 180 degrees, a quadrilateral will have a sum of 360 degrees. Whenever given a right triangle remember to add the right angle's degree when solving for x and make sure to double check. When given 3 angles of a 4 sided shape (quadrilateral) make sure to add those 3 given degrees and add the missing value (x as your variable) to equal the sum of 360 degrees. also its the same with different given degrees, if you are given 2 angles or 1 angles measure you know that 3 or 2 of the unknown values will be replaced as x.

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