When the polynomials – x^3+ 4 + ax – 7 and -7x – 1 are divided by 2x- 1 and3x + 2 respectively, the remainders are R, and R, respectively. If R,1 and R,2 satisfy the equation3R,1 – 4R,2 = 3. find the value of a About the author Maya
Answer: When the polynomials – x^3+ 4 + ax – 7 and -7x – 1 are divided by 2x- 1 and 3x + 2 respectively, the remainders are R, and R, respectively. If R,1 and R,2 satisfy the equation 3R,1 – 4R,2 = 3. find the value of a Step-by-step explanation: When the polynomials – x^3+ 4 + ax – 7 and -7x – 1 are divided by 2x- 1 and 3x + 2 respectively, the remainders are R, and R, respectively. If R,1 and R,2 satisfy the equation 3R,1 – 4R,2 = 3. find the value of a When the polynomials – x^3+ 4 + ax – 7 and -7x – 1 are divided by 2x- 1 and 3x + 2 respectively, the remainders are R, and R, respectively. If R,1 and R,2 satisfy the equation 3R,1 – 4R,2 = 3. find the value of a Reply
Answer:
When the polynomials – x^3+ 4 + ax – 7 and -7x – 1 are divided by 2x- 1 and
3x + 2 respectively, the remainders are R, and R, respectively. If R,1 and R,2 satisfy the equation
3R,1 – 4R,2 = 3. find the value of a
Step-by-step explanation:
When the polynomials – x^3+ 4 + ax – 7 and -7x – 1 are divided by 2x- 1 and
3x + 2 respectively, the remainders are R, and R, respectively. If R,1 and R,2 satisfy the equation
3R,1 – 4R,2 = 3. find the value of a
When the polynomials – x^3+ 4 + ax – 7 and -7x – 1 are divided by 2x- 1 and
3x + 2 respectively, the remainders are R, and R, respectively. If R,1 and R,2 satisfy the equation
3R,1 – 4R,2 = 3. find the value of a