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Question Number 83268 by M±th+et£s last updated on 29/Feb/20

Answered by mr W last updated on 29/Feb/20

Commented by mr W last updated on 29/Feb/20

a(b−d)=2×5=10  ⇒ab−10=ad    ...(i)  b(a−c)=2×3=6  ⇒ab−6=bc    ...(ii)  cd=2×4=8   ...(iii)  (i)×(ii):  (ab−10)(ab−6)=abcd  (ab−10)(ab−6)=8ab  (ab)^2 −24(ab)+60=0  ⇒ab=12+2(√(21))=area of rectangle  A_(ΔDXY) =ab−(3+4+5)=2(√(21))    generally:  (ab−2A)(ab−2C)=2Bab  (ab)^2 −2(A+B+C)(ab)+4AC=0  ab=A+B+C+(√((A+B+C)^2 −4AC))  A_(ΔDXY) =(√((A+B+C)^2 −4AC))

a(bd)=2×5=10ab10=ad...(i)b(ac)=2×3=6ab6=bc...(ii)cd=2×4=8...(iii)(i)×(ii):(ab10)(ab6)=abcd(ab10)(ab6)=8ab(ab)224(ab)+60=0ab=12+221=areaofrectangleAΔDXY=ab(3+4+5)=221generally:(ab2A)(ab2C)=2Bab(ab)22(A+B+C)(ab)+4AC=0ab=A+B+C+(A+B+C)24ACAΔDXY=(A+B+C)24AC

Commented by M±th+et£s last updated on 29/Feb/20

thank you sir

thankyousir

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