If X = 4/3 Is A Root Of The Polynomial F(x) = 6x^3 - 11x^2 + Kx - Toppr

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SolveGuidesJoin / LoginUse appLogin0You visited us 0 times! Enjoying our articles? Unlock Full Access!Standard VIIIMathematicsQuestionIf x=43 is a root of the polynomial f(x)=6x3−11x2+kx−20, then the value of k is:
  1. 228
  2. 19
  3. 12
  4. −19
A228B12C−19D19Open in AppSolutionVerified by TopprWas this answer helpful?107Similar QuestionsQ1If x=43 is a root of the polynomialf(x)=6x3−11x2+kx−20, then find the value of k.View SolutionQ2If x=43 is a zeroes of the polynomial p(x)=6x3−11x2+kx−20, find the value of k.View SolutionQ3If x−43 is zero of p(x)−6x3−11x2+kx−20, then find the value of k.View SolutionQ4​For polynomials p[x] = 6x3+11x2+kx-20 and q[x]=9x2+5x , x = 2 is a root of the polynomial {p[x] + q[x]}. ​Then find the value of k ? View SolutionQ5If a polynomial x4−5x3+x2+kx−12 is exactly divisible by x2−5x+4, then find the value of k.View Solution

Từ khóa » F(x) = 6x + 3 G(x) = X − 7