Answer: x=1
Explanation:
Given: MN || OP, m<MQR = 58-7x, m<QRP = 54-3x
Since we know that lines MN and OP are parallel, we know that m<MQR and m<QRP are equal because of alternate interior angles theorem.
Since those two angles are equation we can create an equation to solve.
58-7x=54-3x
Subtract 54 from both sides, add 7x to both sides
4=4x
Divided by 4
x=1
Hope that helps! :)
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