iran-konkur 2013 Q128

iran-konkur · Other · konkur-riazi_1392 Not Maths
128- In trapezoid $ABCD$, the perpendicular bisectors of sides $AB$ and $CD$ intersect at point $M$. If $BC > AD$, which of the following inequalities is correct?
$A\hat{M}B > B\hat{M}C\ (1$ $C\hat{A}B > C\hat{A}D\ (2$ $B\hat{M}C > A\hat{M}D\ (3$ $C\hat{M}D > A\hat{M}B\ (4$
\textbf{128-} In trapezoid $ABCD$, the perpendicular bisectors of sides $AB$ and $CD$ intersect at point $M$. If $BC > AD$, which of the following inequalities is correct?

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\hfill $A\hat{M}B > B\hat{M}C\ (1$ \hfill $C\hat{A}B > C\hat{A}D\ (2$ \hfill $B\hat{M}C > A\hat{M}D\ (3$ \hfill $C\hat{M}D > A\hat{M}B\ (4$

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