Question
Identify, in the expressions, the terms which are not constants. Give their numerical coefficients:
$xy + 4, 13 – y^2 , 13 – y + 5y^2 , 4p^2 q – 3pq^2 + 5$
$xy + 4, 13 – y^2 , 13 – y + 5y^2 , 4p^2 q – 3pq^2 + 5$
| S. No. | Expression | Term (which is not a Constant) | Numerical Coefficient |
| $(i)$ | $xy + 4$ | $xy$ | $1$ |
| $(ii)$ | $13 – y^2$ | $– y^2$ | $–1$ |
| $(iii)$ | $13 – y + 5y^2$ | $–y 5y^2$ |
$–1$ $5$ |
| $(iv)$ | $4p^2 q – 3pq^2 + 5$ | $4p^2 q – 3pq$ |
$4$ $-3$ |
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Column $I$
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Column $II$
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$1$
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The difference of $3$ and a number squared
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$(a)$
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$4 - 2x$
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$2$
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5 less than twice a number squared
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$(b)$
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$n^2 - 3$
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$3$
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Five minus twice the square of a number
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$(c)$
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$2n^2 - 5$
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$4$
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Four minus a number multiplied by $2$
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$(d)$
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$5 - 2n^2$
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$5$
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Seven times the sum of a number and $1$
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$(e)$
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$3 - n^2$
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$6$
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A number squared plus $6$
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$(f)$
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$2(n + 6)$
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$7$
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$2$ times the sum of a number and $6$
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$(g)$
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$7(n + 1)$
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$8$
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Three less than the square of a number
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$(h)$
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$n^2 + 6$
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| Number | Natural Number | Whole Number | Integer | Fraction | Rational Number |
| $(a)$ | $-114$ | ||||
| $(b)$ | $\frac{19}{27}$ | ||||
| $(c)$ | $\frac{623}{1}$ | ||||
| $(d)$ | $-19\frac{3}{4}$ | ||||
| $(e)$ | $\frac{73}{71}$ | ||||
| $(f)$ | $0$ |