The hypotenuse of right angled triangle is 3 cm more than twice the base and third side is 1 cm less than the hypotenuse find the lengths
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Step-by-step explanation:
h=3+2b
b=h-3/2 --------1
h=p+1
h-1=p --------2
h^{2}h
2
=p^{2}p
2
+b^{2}b
2
h^{2}h
2
= (h-1)^{2}(h−1)
2
+ (h-3/2)^{2}(h−3/2)
2
h^{2}h
2
=h^{2}h
2
- 2h +1 + h^{2}h
2
- 3h + 9/4
h^{2}h
2
- h^{2}h
2
- h^{2}h
2
= -2h - 3h +1 +9/4
- h^{2}h
2
= -5h + 11/4
h^{2}h
2
= 5h - 11/4
h = \sqrt{5h-11/4}
5h−11/4
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