Find the area $ A $ of a rhombus if diagonal $d_1 = 12 \sqrt{ 3 }$ and diagonal $d_2 = 6 \sqrt{ 3 }$.
Answer
$A = 108$
Explanation
To find area $ A $ use formula:
$$ A = \dfrac{ d_1 \cdot d_2 }{ 2 } $$After substituting $ d_1 = 12 \sqrt{ 3 } $ and $ d_2 = 6 \sqrt{ 3 } $ we have:
$$ A = \dfrac{ 12 \sqrt{ 3 } \cdot 6 \sqrt{ 3 } }{ 2 }$$$$ A = \dfrac{ 216 }{ 2 } $$$$ A = 108 $$This page was created using
Rhombus Calculator