Find the co-efficient of x in the expression p(x)=(3x-4)(x+5-1)
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(3x - 4) (x² + 5x - 1) Expanding, = 3x³ + 15x² - 3x - 4x² - 20x + 4 = 3x³ + 11x² + 17x +4. Therefore coefficient of x³ = 3 3 is the ...
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(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)(x)=(3x-4)(x+5-1)
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