1/root3 = (x-24)/x find value of x.... plz explain✌✌
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this ur answer.................,,.............
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1/√3 =(x-24) / x
x = √3(x-24)
x = √3x - 24√3
x-✓3x = -24√3
x(1-√3) = -24√3
x = -24√3 / (1-√3)
=-24√3/-(√3 -1)
=24√3/(√3-1)
rationalize the denominator
x= 24√3(√3+1)/(√3-1)(√3+1)
using (a-b)(a+b) =a² - b²
x=24√3(√3+1)/2
x=12√3(√3 +1)
x=12(3+√3)
Hope it may help you....
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