Question

Simplify (2 degree+3 degree+4 degree)

Answer 1

Answer:

4 degree

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Answer 2

"When we solve the 2 degree + 3 degree + 4 degree polynomial , we get a Four degree Polynomial"

Given:

Simplify (2 degree+3 degree+4 degree)

To Find:

Which degree get

Step-by-step explanation:

2 degree polynomial = Polynomial in one variable having highest degree 2

                                   = f$x^{2}$ + g$x^$ + h

3 degree polynomial = Polynomial in one variable having highest degree 3

                                   =  p$x^{3}$ + q$x^{2}$ + r$x^$ + s

4 degree polynomial =  u$x^{4}$ + v$x^{3}$ + w$x^{2}$ + x$x^$ + y

= (u$x^{4}$ + v$x^{3}$ + w$x^{2}$ + x$x^$ + y) + ( p$x^{3}$ + q$x^{2}$ + r$x^$ + s) + (f$x^{2}$ + g$x^$ + h)

= u$x^{4}$ + $x^{3}$ (v + p) + $x^{2}$ (w + q + f) + $x^$ (x + r + g) + y + s + h

Finally w get 4 degree polynomial.