Ac=41 and Bc = 4 find third side by pyathagoras therom
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Answered by
5
here AC=41,BC=4,AB=?
by pyathagoras theram
AC^2=AB^2+BC^2
41^2=AB^2+4^2
AB^2=1681-16
AB^2=1665
by taking square root
AB=40.80
third side is 40.80
by pyathagoras theram
AC^2=AB^2+BC^2
41^2=AB^2+4^2
AB^2=1681-16
AB^2=1665
by taking square root
AB=40.80
third side is 40.80
yash6989262:
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Answered by
5
By Pythagoras theorem, In triangle abc right angled at B,
AC^2=AB^2+BC^2, let AB=x
41*41=x^2+4*4
1681=x^2+16
X^2=1681-16
X^2=1665
X=root1665
X=40.80.
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