is this a polynomial: -8x - 1/7x
is that last x under the fraction?
a poly is defined for all xs above of beside the fractions; cant have an x underneath
*above or beside
no, it is beside the seven that is underneath the 1
rather,7x is the denominator of the 1
then its not a poly; an xs cannot be in denominators for polys
\[P_n(x)=\sum_{k=0}^{n}c_kx^k\]
thank you so much. i may need you again momentarily, hang around, okay?
i cant make any promises, my internet is connected to my work, and work is almost over
is this a polynomial: -2x^-4y^-3
is that -3 an exponent?
yes and so is the -4
a negative exponent is a denominator, so to speak, polys can only have positive exponents
\[x^{-2}=\frac1{x^2}\]
what is the sum of these polynomials? (5a^4b^2+6a^2b)+(7a^2b-5a^4b^2)
just add up like terms
how do you solve this problem 15-z
(15-z)z what's the sum?
I'm sorry, what's the product?
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