Why is it impossible to have a linear trinomial with one variable?

2 Answers

  • TomV
    Lv 7
    10 months ago

    The order of a linear polynomial is one. If there is only one variable, the only possible terms are the first order term, ax^1, and the zeroth order term, bx^0. Hence any linear polynomial in a single variable will be at most a binomial.

    Breaking the constant (zeroth order) term into the sum of two constants does not constitute the addition of a term and does not make a binomial into a trinomial.

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  • 10 months ago

    like 3x^1 + 2x^0 + 5?

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