(x³ + 3x² – 31x +12) ' (x–4) Find the quotient and remainder.
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step 1: To obtain the first term of the
quotient, divide the highest degree
term of the dividend ( i.e x³ ) by
the highest degree of the divisor
( i.e x ) .
This is x² .
Then carry out the division process.
The remaining part is 7x² - 31x
step 2 : Now , to obtain the second term
of the quotient , divide the highest
degree term of the new dividend
( i.e 7x² ) by the highest degree term
of the divisor ( i.e x ) .
This gives 7x .
Again carry out the division process
with -3x + 12
Here ,
dividend = x³ + 3x² - 31x + 12
divisor = x - 4
quotient = x² + 7x - 3
remainder = 0
I hope this helps you.
: )
quotient, divide the highest degree
term of the dividend ( i.e x³ ) by
the highest degree of the divisor
( i.e x ) .
This is x² .
Then carry out the division process.
The remaining part is 7x² - 31x
step 2 : Now , to obtain the second term
of the quotient , divide the highest
degree term of the new dividend
( i.e 7x² ) by the highest degree term
of the divisor ( i.e x ) .
This gives 7x .
Again carry out the division process
with -3x + 12
Here ,
dividend = x³ + 3x² - 31x + 12
divisor = x - 4
quotient = x² + 7x - 3
remainder = 0
I hope this helps you.
: )
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