Question

Please fastly answer this question i will select his answer as brainliest , Do this by long division method- p(x) 3x^(power)4+ 5x^3(cube) - x + 2 divided by g(x) 3x+2. Please answer fast.​

Answer 1

$\huge{\bold{\underline{ Solution -:}}}$

$\bold{\underline{Question}}$

$\implies$ Divide p(x) = 3${x}^{4}$ + 5${x}^3$ - 3x + 2 by g(x) = 3x + 2

$\bold{\underline{Solution}}$

$\bold{\underline{Long\ division\ method}}$ = A method of dividing a polynomial by the other polynomial as dividend and divisor getting quotient and remainder is known as $\bold{Long\ division\ method}$

Now we have to divide it with the help of long division method where,

$\bold{Dividend}$ = $3{x}^{4}$ + $5{x}^{3}$ - 3x + 2

$\bold{Divisor}$ = 3x + 2

$\bold{Quotient}$ = ${x}^{3}$ + ${x}^{2}$ - 1

$\bold{Remainder}$ = $-2{x}^{2}$ + 4

[Here is your division in the attachment]

Answer 2

Question should be:

3x⁴ + 5x³ - 3x + 2

Answer:

☯ $\boxed{\sf The\:remainder\:is = -2x^2 + 4}$

☯ $\boxed{\sf The\:quotient\:is = x^3 + x^2 - 1}$

Step-by-step explanation:

Check attachment for the solution.

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