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If the roots of the equation mx? - 3mx +9=0 are real and equal, find thevalue of m.answer should come m=4 I want step |
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Answer» Step-by-step EXPLANATION: \huge\sf\underline\red{answer} answer
given, mx²-3mx+9 = 0 ROOTS are real and equal. to find, value of m let's understand:- to find the value of m given condition is that roots are real and equal .: ∆ = b²-4ac = 0. \huge\fcolorbox{black}{pink}{solution} solution
by comparing with ax²+bx+c we can SAY that: a = m b= -3m c = 9 .: b²-4ac = 0 (-3m)² - 4(m)(9) = 0 9m² - 36M = 0 9m ( m-4) = 0 .: 9m = 0. m - 4 = 0 m = 0. m = 4 .: m can't be zero so m = 4 |
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