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数学
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如图,AC和BD相交于点O,且AB∥DC,OA=OB.
求证:OC=OD.
人气:476 ℃ 时间:2019-09-13 19:27:15
解答
证明:∵AO=BO,
∴∠A=∠B,
∵DC∥AB,
∴∠D=∠B,∠C=∠A,
∴∠C=∠D,
∴CO=DO.
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AC和BD相交于点O,OA=OC,OB=OD.求证:DC=AB.
如图,AC和BD相交于点O,且AB∥DC,OA=OB. 求证:OC=OD.
如图,AC和BD相交于点O,且AB∥DC,OA=OB. 求证:OC=OD.
如图,AC和BD相交于点O,且AB∥DC,OC=OD,求证:OA=OB.
AC和BD相交于点O,OA=OC,OB=OD.求证:DC=AB.
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