\((t^2 – 4t + t^4) + (3t^4 + 2t + 6) = t^2 – 4t + t^4 + 3t^4 + 2t + 6 = 4t^4 + t^2 – 2t + 6\)

Mitchel Aguirre

Answered 2021-02-02
Author has **25927** answers

asked 2021-09-09

Determine whether the following polynomials u,v, w in P(t) are linearly dependent or independent:

\(\displaystyle{u}={t}^{{3}}-{5}{t}^{{2}}-{2}{t}+{3},{v}={t}^{{3}}-{4}{t}^{{2}}-{3}{t}+{4},{w}={2}{t}^{{3}}-{17}{t}^{{2}}-{7}{t}+{9}\)

\(\displaystyle{u}={t}^{{3}}-{5}{t}^{{2}}-{2}{t}+{3},{v}={t}^{{3}}-{4}{t}^{{2}}-{3}{t}+{4},{w}={2}{t}^{{3}}-{17}{t}^{{2}}-{7}{t}+{9}\)

asked 2021-01-27

Please, multiply these polynomials: \((3t – 7)(1 + 3t^2)\)

asked 2021-09-17

Determine whether the following polynomials u,v, w in P(t) are linearly dependent or independent:

\(\displaystyle{u}={t}^{{3}}-{4}{t}^{{2}}+{3}{t}+{3},\)

\({v}={t}^{{3}}+{2}{t}^{{2}}+{4}{t}-{1},\)

\({w}={2}{t}^{{3}}-{t}^{{2}}-{3}{t}+{5}\)

asked 2021-01-05

asked 2021-02-04

Solve the polynomials: \((1 + x + x^4)(5 + x + x^2 + 3x^2)\)

asked 2020-11-01

asked 2021-02-24

Multiply these polynomials: \(12ab(\frac{5}{6a} + \frac{1}{4ab^{2}})\)