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The-parallelogram-ABCD-has-AB-6-AC-7-amp-d-D-AC-2-Find-d-D-AB-




Question Number 144074 by bobhans last updated on 21/Jun/21
 The parallelogram ABCD has  ∣∣AB∣∣ =6, ∣∣AC∣∣=7 & d(D,AC)=2  Find d(D,AB).
TheparallelogramABCDhas∣∣AB∣∣=6,∣∣AC∣∣=7&d(D,AC)=2Findd(D,AB).
Answered by liberty last updated on 21/Jun/21
Area_(ΔADC)  = ((2×7)/2)=7  Area_(□ABCD)  = 2×[ area_(ΔADC)  ]= 14  Area_(□ABCD)  = AB×DF = 14  ∣∣DF∣∣ = ((14)/6) = (7/3).
AreaΔADC=2×72=7Area◻ABCD=2×[areaΔADC]=14Area◻ABCD=AB×DF=14∣∣DF∣∣=146=73.

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