The area of triangle 120 cm square. find the base if the measure of it

1.	The area of triangle 120 cm square. find the base if the measure of its corresponding altitude is 24 cm.
Answer» $\huge{\boxed{\tt{Answer:-10cm}}}$ $\sf\underline{\blue{\:\:\: Given:-\:\:\:}}$ $\sf\bullet Area \:of \:\triangle =120cm{}^{2}\\ \\ \sf\bullet Altitude\: of \:triangle=24cm$ $\bigstar{\boxed{\sf{Area\:of\:\triangle=\dfrac{1}{2}\times base\times height}}}$ Now $\sf\underline{\purple{\:\:\: SOLUTION:-\:\:\:}}$ $\sf\implies 120=\dfrac{1}{\cancel2}\times base\times \cancel{24}\\ \\ \sf\implies 120= 12\times base\\ \\ \sf\implies \cancel{\dfrac{120}{12}}=base\\ \\ \sf\implies 10=base$ $\sf\underline{Base\:of\triangle=10cm}$

The area of triangle 120 cm square. find the base if the measure of its corresponding altitude is 24 cm.

Answer»

$\huge{\boxed{\tt{Answer:-10cm}}}$

$\sf\underline{\blue{\:\:\: Given:-\:\:\:}}$

$\sf\bullet Area \:of \:\triangle =120cm{}^{2}\\ \\ \sf\bullet Altitude\: of \:triangle=24cm$

$\bigstar{\boxed{\sf{Area\:of\:\triangle=\dfrac{1}{2}\times base\times height}}}$

$\sf\underline{\purple{\:\:\: SOLUTION:-\:\:\:}}$

$\sf\implies 120=\dfrac{1}{\cancel2}\times base\times \cancel{24}\\ \\ \sf\implies 120= 12\times base\\ \\ \sf\implies \cancel{\dfrac{120}{12}}=base\\ \\ \sf\implies 10=base$

$\sf\underline{Base\:of\triangle=10cm}$

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The area of triangle 120 cm square. find the base if the measure of its corresponding altitude is 24 cm.

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