Solve for x if one angle is given as 2×+10° and a perpendicular. angle is 90°

Mathematics

ScanSolve AI Answer

Answer

40

Step-by-step solution

2 steps
  1. Set up the equation.

    Since the lines are perpendicular, all angles formed at the intersection are 90∘90^\circ. Therefore, the given angle 2x+10∘2x + 10^\circ must be equal to 90∘90^\circ.

    2x+10=902x + 10 = 90
  2. Solve for xx.

    Subtract 10 from both sides of the equation.

    2x=90−102x = 90 - 10 2x=802x = 80

    Divide both sides by 2.

    x=802x = \frac{80}{2} x=40x = \boxed{40}
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