Question

Show by division method that (2a ² - a + 3) is a factor of (6a ⁵ - a ⁴ + 4a ³ - 5a ² - a-15)​

Answer 1

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Answer 2

Step-by-step explanation:

Yes (2a^2 - a + 3 ) is a factor of (6a^5 - a^4 +4a^3 - 5a^2 - a - 15) because the remainder comes zero

whenever we have to show that p(X) is a factor of f(X) by dividing

we have to devide the equation or if the remainder comes zero then this is a factor

OR. if the remainder is not zero then this is

not a factor of given equation

hope it helps you. mark as brainliest