Statement of Remainder theorem

Statement 1: Remainder when 3456^(^^)2222 is divided by 7 is 4. Statement 2: Remainder when 5^(^^)2222 is divided by 7 is 4 .

Statement 1: Remainder when 3456^(2222) is divided by 7 is 4. Statement 2: Remainder when 5^(2222) is divided by 7 is 4.

HCF || LCM || Remainder theorem || Examples based on Remainder theorem

Basic maths|| Number system||Ratio||Remainder theorem|| Factor theorem ||Ratio & proportion ||Componendo & dividendo

Discussion OF Exercise-1 ||Question based on Factorization|| Remainder theorem|| Discussion OF Exercise-2(question 1 to 22)

Discussion OF Exercise-1 ||Question based on Factorization|| Remainder theorem|| Discussion OF Exercise-2(question 1 to 22)

Statement-1: The remainder when (128)^((128)^(128)) is divided by 7 is 3. because Statement-2: (128)^(128) when divided by 3 leaves the remainder 1 .

Common Roots Of Two Quadratic Equations |Common Roots Of Two Quadratic Equations If Both Roots Are Same Then|Exercise Questions |Remainder Theorem |Exercise Questions |OMR

Statement I: The remainder of the polynomial f(x) when divided by (x-a) is f(a) Statement II: The remainder of the polynomial f(x) when divided by (ax+b) is f(-(b)/(b))

Without using the Remainder theorem, find the remainder when f(x) = x^(6) - 19x^(5) + 69x^(4) - 151x^(3) + 229x^(2) + 166x + 26 is divided by x – 15 .