Hits: 58
Hits: 58 Question The polynomial f(x) is defined by Find the quotient and remainder when f(x) is divided by . Solution Hence quotient is and remainder is .
Hits: 149 Question The polynomial is defined by where and are constants. It is given that is a factor of and that remainder is 27 when is divided by . i. Find the values of a and b. ii. Hence factorise completely. iii. State the number of roots of the equation p(2y) […]
Hits: 59 Question The polynomial is defined by where is a constant. It is given that is a factor of i. Find the value of a . ii. Using this value of a, factorise completely. iii. Hence solve the equation , giving the answer correct to 2 significant figures. Solution i. […]
Hits: 38 Question The polynomial is defined by where is a constant. It is given that is a factor of . i. Find the value of . ii. Using this value of a, factorise completely. iii. Hence solve the equation , giving the answer correct to 2 significant figures. Solution i. […]
Hits: 58 Question i. Find the quotient and remainder when is divided by . ii. Hence find the exact value of giving the answer in the form where k and a are constants. Solution i. Hence quotient is and remainder is . ii. We are required to solve; When a […]
Hits: 36 Question The polynomial is defined by where and are constants. Given that is a factor of , express in terms of . Solution We are given that; We are also given that is a factor of . When a polynomial, , is divided by , and is factor of , then the remainder […]
Hits: 105 Question i. Find the quotient and remainder when is divided by . ii. Hence find the exact value of giving the answer in the form where k and a are constants. Solution i. Hence quotient is and remainder is . ii. We are required to solve; When a […]
Hits: 131 Question The polynomial is defined by where and are constants. Given that is a factor of , express in terms of . Solution We are given that; We are also given that is a factor of . When a polynomial, , is divided by , and is factor of , then the remainder […]
Hits: 418 Question i. Find the quotient when is divided by , and show that the remainder is 5. ii. Show that the equation has exactly one real root. Solution i. Hence quotient is and remainder is . ii. We are required to show that following equation has exactly […]