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What type of polynomial function has a degree of 2?
Linear
Quadratic
True or False:
The degree of the polynomial function P(x)=x2−x3+5x+6x6P(x)=x^2-x^3+5x+6x^6P(x)=x2−x3+5x+6x6 is 2
True
False
The degree of the polynomial function P(x)=x4−x5P(x)=x^4-x^5P(x)=x4−x5 is 4.
The degree of the polynomial function P(x)=x6−9x5+7x4P(x)=x^6-9x^5+7x^4P(x)=x6−9x5+7x4 is 6.
The degree of the polynomial function P(x)=2x8P(x)=2x^8P(x)=2x8 is 8.
What type of polynomial function has a degree of 4?
Quartic
What type of polynomial function has a degree of 3?
Cubic
The degree of the polynomial function P(x)=2x6−9x7P(x)=2x^6-9x^7P(x)=2x6−9x7 is 7.
The degree of the polynomial function P(x)=x2−8P(x)=x^2-8P(x)=x2−8 is 2.
The degree of the polynomial function P(x)=−8x4P(x)=-8x^4P(x)=−8x4 is -1.
It is done.