If A = 25B = 30C = 80Then Find the area of triangle.

1.	If A = 25B = 30C = 80Then Find the area of triangle.
Answer» $\huge{\underline{\underline{\red{♡Solution→}}}}$ __________________________ $\bold{\huge{\underline{\underline{\rm{ Given :}}}}}$ Sides - a = 25 CM b = 30 cm c = 80 cm $\bold{\huge{\underline{\underline{\rm{ To\:<klux>FIND</klux> :}}}}}$ AREA of Triangle . __________________________ The herons formula to find Area of Triangle is : $area(a) = \sqrt{p(p - a)(p - b)(p - c)}$ Where P is half PERIMETER. $p = \frac{a + b + c}{2}$ __________________________ $\purple{\bold{\underline{\underline{Step-by-step\:explanation:}}}}$ First find out the value of P. $p = \frac{25+30+80}{2} \\ p = \frac{135}{2}$ $p = 67.5$ Now Area is , $a = \sqrt{67.5(67.5-25)(67.5-30)(67.5-80)} \\ a = \sqrt{67.5 \times 42.5 \times 37.5 \times 12.5}$ $a = \sqrt{1,344,726.56}$ $\boxed{a = 1,159.62346 \:cm^{2}}$ __________________________ ───── ❝ TheEnforceR ❞ ───── *Mark as Brainliest !! ✨✨*

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