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Question Number 215454 by cherokeesay last updated on 07/Jan/25

Answered by mr W last updated on 07/Jan/25

Commented by mr W last updated on 15/Jan/25

EB=2a  EA=2b  CB=(√3)a  DA=(√3)b  (1/2)×(2b−a)(√3)a=2×8  (1/2)×(2a−b)(√3)b=2×15  (((2a−b)b)/((2b−a)a))=((15)/8)  15a^2 −14ab−8b^2 =0  (3a−4b)(5a+2b)=0  ⇒(a/b)=(4/3)  (1/2)×(2×((4b)/3)−b)(√3)b=2×15  (√3)b^2 =36  ⇒b=(6/( (√(√3)))) ⇒a=(8/( (√(√3))))  ΔABE=((2a×2b sin 60°)/2)=(√3)ab=48  ?=48−8−15=25 ✓

EB=2aEA=2bCB=3aDA=3b12×(2ba)3a=2×812×(2ab)3b=2×15(2ab)b(2ba)a=15815a214ab8b2=0(3a4b)(5a+2b)=0ab=4312×(2×4b3b)3b=2×153b2=36b=63a=83ΔABE=2a×2bsin60°2=3ab=48?=48815=25

Commented by mr W last updated on 07/Jan/25

Commented by cherokeesay last updated on 07/Jan/25

so nice !  thank you so much master !

sonice!thankyousomuchmaster!

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