Solve for x. Find the measure of each identified angle.
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3x+33°=10x-2°
35=7x
x=5
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Actually Welcome to the Concept of Co-interior Angles.
Here, we see that, there is a Transversal Cutting a pair of parallel lines, hence the given angles are alternate angles.
For parallel lines, alternate angles are equal.
hence, we equate them to find the value of 'x'
, so
==> 3x+33 = 10x-2
==> 33+2 = 10x-3x
==> 35 = 7x
==> x = 35/7
==> x = 5°
hence the value of x is 5° .
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