Answer :
To solve for the the other addend, subtract the given addend from the given sum of the two polynomials,
(8d^5 - 3c³d² + 5c²d³ - 4cd^4 +9) - (2d^5 - c³d² + 8cd^4 + 1)
Subtracting the terms from their like terms of the sum gives and answer of
6d^5 - 2c³d² + 5c²d³ - 12cd^4 +8
(8d^5 - 3c³d² + 5c²d³ - 4cd^4 +9) - (2d^5 - c³d² + 8cd^4 + 1)
Subtracting the terms from their like terms of the sum gives and answer of
6d^5 - 2c³d² + 5c²d³ - 12cd^4 +8
Answer:
6d^5 – 2c^3d^2 + 5c^2d^3 – 12cd^4 + 8
Step-by-step explanation:
To solve for the the other addend, subtract the given addend from the given sum of the two polynomials,
(8d^5 - 3c³d² + 5c²d³ - 4cd^4 +9) - (2d^5 - c³d² + 8cd^4 + 1)
Subtracting the terms from their like terms of the sum gives and answer of