Find the missing measure. 129
-
X =
degrees (enter numerical answer only)

Answers

Answer 1

The missing measure of angle x is determined as 129 degrees.

What is the missing measure?

The sum of all angles formed on the same side of straight line is 180 degrees.

Let AB be the line in the figure and CD be another line that cuts the line AB at O.

now from figure let given angle be

∠AOC = 51°

and ∠BOC = x°

Now since we know that the sum of all angles formed on the same side of straight line is 180 degrees.

Therefore, on line AB,

∠AOC + ∠BOC = 180°

Putting the values of ∠AOC and ∠BOC we get,

51° + x° =  180°

Subtracting 51° both the sides we get,

x° =  180° - 51°

x° = 129°

which is the required value of angle x.

Hence, the missing measure is x = 129 degrees.

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Find The Missing Measure. 129- X = Degrees (enter Numerical Answer Only)

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