Find the height $ h $ of a rhombus if side $a = \frac{ 1067 }{ 100 }$ and area $A = \frac{ 4087 }{ 100 }$.
Answer
$h = \frac{ 4087 }{ 1067 }$
Explanation
To find height $ h $ use formula:
$$ A = a \cdot h $$After substituting $ A = \frac{ 4087 }{ 100 } $ and $ a = \frac{ 1067 }{ 100 } $ we have:
$$ \frac{ 4087 }{ 100 } = \frac{ 1067 }{ 100 } \cdot h $$$$ h = \dfrac{ \frac{ 4087 }{ 100 } }{ \frac{ 1067 }{ 100 } } $$$$ h = \frac{ 4087 }{ 1067 } $$This page was created using
Rhombus Calculator