in a rhombus ABCD , measure of diagonals AC and BC are 6 and 8 respectively. Find BC
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Answered by
2
actually diagonals are AC and BD.
since we know that diagonal bisects each other
so half length will be 3 and 4 respectively,
By applying Pythagoras' theorem
BC=√(3²+ 4²)
=√25
=5
since we know that diagonal bisects each other
so half length will be 3 and 4 respectively,
By applying Pythagoras' theorem
BC=√(3²+ 4²)
=√25
=5
renuka12072001:
thank u...........
Answered by
0
Diagonal should be ac and bd
And we know that diagonal bisect each other
Let the point where they cut be o
So... AO=3 and BD=4
Now using pythoghoras
We get BC=(3^2+4^2)^1/2
Bc=5
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