what is the remainder when x⁴-y⁴ is divided
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Answer:
- yes its x4
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yes it is correct that when x to the power 4 minus y to the power is equal to zero by remainder theorem you can find that like now x to the power 4 minus is equal to zero x is equal to zero and Y is equal to zero then you can we can done we have
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X⁴-y⁴=(x²+y²)(x²-y²)=(x²+y²)(x+y)(x-y). Hence when ,this term is divided by (x-y) it will be perfectly divisible as it contains the term (x-y). Therefore the remainder will be zero
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