Pregunta
Find the quotient and remainder using long division.
The quotient is
The remainder is
The quotient is
The remainder is
Ask by Mcfarlane Li. in the United States
Mar 15,2025
Solución de inteligencia artificial de Upstudy
Respuesta verificada por el tutor
Responder
The quotient is
and the remainder is 0.
Solución
-
Divide the leading terms:
Divideby : Thisis the first term of the quotient. -
Multiply and subtract:
Multiply the divisor by: Subtract this from the original polynomial:Bring down the remaining terms: -
Second division step:
Divide the leading term of the new polynomial by: Multiply the divisor by: Subtract:Bring down the constant to obtain: -
Third division step:
Divideby : Multiply the divisor by: Subtract: -
Conclusion:
The quotient is:and the remainder is:
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Como
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Extra Insights
To find the quotient and remainder using long division for the expression
, follow the long division steps:
- Divide the leading term of the numerator
by the leading term of the denominator , which gives . - Multiply
by to get . - Subtract this from the original numerator:
. - Now, divide the leading term
by , which gives . - Multiply
by to get . - Subtract this from what you have:
. - Divide
by which gives . - Multiply
by to get . - Subtract this from what you have:
.
At the end of the long division, there’s no remainder.
Thus, the quotient is
and the remainder is
.

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