Which of the following terms are constant terms:
$x, 6 x y, 5 + x, - 5 x^{2} y, 8, 15 a z^{2}, \frac{32 z}{x y}, \frac{y^{2}}{3 x}, \frac{13 x}{x}$

6 + x

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\frac{32 z}{x y}

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\frac{13 x}{x}

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6 + x, 8, \frac{13 x}{x}

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Solution

The correct option is C 8, $\frac{13 x}{x}$
The terms given are
$x, 6 x y, 5 + x, - 5 x^{2} y, 8, 15 a z^{2}, \frac{32 z}{x y}, \frac{y^{2}}{3 x}, \frac{13 x}{x} .$
Among the given terms,
$8 a n d \frac{13 x}{x}$
are constant terms and the remaining terms are variables.
So, 8 and $\frac{13 x}{x} = 13$ are constant terms.

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Which of the following terms are constant terms: x,6xy,5+x,−5x2y,8,15az2,32zxy, y23x, 13xx

The correct option is C 8, 13xxThe terms given are x,6xy,5+x,−5x2y,8,15az2,32zxy, y23x, 13xx. Among the given terms, 8 and 13xx are constant terms and the remaining terms are variables. So, 8 and 13xx=13 are constant terms.

Which of the following terms are constant terms:
$x, 6 x y, 5 + x, - 5 x^{2} y, 8, 15 a z^{2}, \frac{32 z}{x y}, \frac{y^{2}}{3 x}, \frac{13 x}{x}$