Find the remainder when is divided by .
[1]
[3]
Did this page help you?
Find the remainder when is divided by .
[1]
[3]
Did this page help you?
The polynomial , where and are integers, has a factor of .
Given that , find the values of and .
Using your values of and ,
Did this page help you?
has a factor of . When is divided by the remainder is 105.
Find the value of and of .
Using your values of and , write as a product of and a quadratic factor.
Hence solve= 0.
Did this page help you?
, where and are integers.
has a remainder of 11 when divided by and a remainder of when divided by .
Given that , find , a quadratic factor with numerical coefficients.
Hence solve .
Did this page help you?
The three roots of , where are and , where and are integers. The -intercept of the graph of is 4. Find , simplifying your coefficients.
Did this page help you?
The polynomial , where and are constants, has a factor of . The polynomial has a remainder of 66 when divided by .
Find the value of and of .
Using your values of and , show that , where is a quadratic factor to be found.
Hence show that the equation has only one real solution.
Did this page help you?
Find the value of .
Write as the product of three linear factors and hence solve .
Did this page help you?
The polynomial , where and are constants, has a factor and is such that .
Show that , where , and are integers to be found.
Hence factorise .
Find the remainder when is divided by.
Did this page help you?