"If the polynomial 4-7x+2x2-5x3 has degree a, leading coefficient b, and constant term c, then the value of 3a-2b-c is _____."
Well, the highest exponent is 3 from -5x3,and the leading coefficient is always attacher to the highest exponent, so that's -5. The constant is the term that doesn't have an exponent, so that's 4.
So...
a=3
b=-5
c=4
And we can solve the problem.
So...
a=3
b=-5
c=4
And we can solve the problem.
3a-2b-c
3(3)-2(-5)-4
9-(-10)-4
9+10-4
15
3(3)-2(-5)-4
9-(-10)-4
9+10-4
15
And the answer is 15.
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