verify if -2 and 3 are zeroes of the polynomial 2x^3-3x^2-11x+6 . If yes factorise the polynomial
Answers
Answered by
15
2x^3 - 3x^2 - 11x + 6
Now,
2*(-2)^3 -3*(-2)^2 - 11*(-2) + 6
2*(-8) - 3*4 + 22 + 6
-16 - 12 + 28
-28 + 28
0
Again,
2*3^3 - 3*3^2 - 11*3 + 6
2*27 - 3*9 - 33 + 6
54 - 27 - 27
54 - 54
0
Now,
2*(-2)^3 -3*(-2)^2 - 11*(-2) + 6
2*(-8) - 3*4 + 22 + 6
-16 - 12 + 28
-28 + 28
0
Again,
2*3^3 - 3*3^2 - 11*3 + 6
2*27 - 3*9 - 33 + 6
54 - 27 - 27
54 - 54
0
Answered by
1
Answer:
answer is given below;
Step-by-step explanation:
2x^3 - 3x^2 - 11x + 6
Now,
2*(-2)^3 -3*(-2)^2 - 11*(-2) + 6
2*(-8) - 3*4 + 22 + 6
-16 - 12 + 28
-28 + 28
0
Again,
2*3^3 - 3*3^2 - 11*3 + 6
2*27 - 3*9 - 33 + 6
54 - 27 - 27
54 - 54
0
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