(x^3+ 3x^-2x-6)/(x+2) in logarithmic long division

Question

help me fine this answer plzz am in need of it.

Answer 1

Solve by using long division

Write the divisor and dividend as follows

The quotient is , and remainder is 2.

The solution is

Answer 2

Assume that the expression is .

Simplify the expression..

Because there is no - term or - term in the dividend and there is no constant - term in the divisor, need to line up the subtraction by using zero coefficients (or leaving spaces) for the missing terms.

Divide the first term of the dividend by the first term of the divisor is .

So, the first term of the quotient is . Multiply by and subtract.

Divide the first term of the last row by first term of the divisor is .

So, the second term of the quotient is . Multiply by and add.

Divide the first term of the last row by first term of the divisor is .

So, the third term of the quotient is 4. Multiply by 4 and subtract.

The remainder is the last entry in the last row.There fore, .

The number along the bottom row are the coefficients of the quotient.

The result of the division is .

The result of the division is .