Hello everyone, i am having problems writing a method which can multiply 2 polynomials. Think of it: given the two polynomials: x^2+2*x+3 and 4*x^2+5*x+6 you have to multiply 9 different terms: x^2*4*x^2, x^2*5*x, x^2*6, 2*x*4*x*2, 2*x*5*x, 2*x*6, 3...Jul 08, 2019 · The word polynomial simply describes math equations that involve addition, subtraction, multiplication, division, or exponentiation of these terms, but can be seen in a variety of iterations including polynomial functions, which yield a graph with a range of answers along the variable coordinates (in this case "x" and "y").

This diagram tells us that the product is \(\text-x^5 + 2.5x^3 - \sqrt{7}x^2 + 9x + 4.5\sqrt7\), which is also a polynomial even though there are square roots as coefficients! No matter what polynomials we started with, multiplying them would give us a polynomial, because we would have to multiply each part of each polynomial and then add them ...

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