Which of the following polynomials are trinomials? (1) p(x) = x+x2+π

1.	Which of the following polynomials are trinomials? (1) p(x) = x+x2+π (2)q(x)= √2+x−x2 (3) r(x) = x3+x2+1 (4)t(y) = y4+y+5
Answer» Which of the following polynomials are trinomials? (1) p(x) = $x + x^{2} + π$ (2)q(x)= $\sqrt{2} + x - x^{2}$ (3) r(x) = $x^{3} + x^{2} + 1$ (4)t(y) = $y^{4} + y + 5$

Which of the following polynomials are trinomials? (1) p(x) = x+x2+π (2)q(x)= √2+x−x2 (3) r(x) = x3+x2+1 (4)t(y) = y4+y+5

Answer»

Which of the following polynomials are trinomials?

(1) p(x) = $x + x^{2} + π$

(2)q(x)= $\sqrt{2} + x - x^{2}$

(3) r(x) = $x^{3} + x^{2} + 1$

(4)t(y) = $y^{4} + y + 5$

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Which of the following polynomials are trinomials? (1) p(x) = x+x2+π (2)q(x)= √2+x−x2 (3) r(x) = x3+x2+1 (4)t(y) = y4+y+5

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