2) In the trapezoid below, m(D) = m(C) and AD = BC. If M is the midpoint of CD, prove that m(MAB) = m(MBA). D A M B

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2) In the trapezoid below, m(D) = m(C) and AD = BC. If M is the midpoint of CD, prove that m(MAB) = m(MBA). D A M B

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2 In The Trapezoid Below M D M C And Ad Bc If M Is The Midpoint Of Cd Prove That M Mab M Mba D A M B 1
2 In The Trapezoid Below M D M C And Ad Bc If M Is The Midpoint Of Cd Prove That M Mab M Mba D A M B 1 (12.77 KiB) Viewed 57 times
2) In the trapezoid below, m(D) = m(C) and AD = BC. If M is the midpoint of CD, prove that m(MAB) = m(MBA). D A M B
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