Arrange the following in ascending order.

-2

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0.0

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-5

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-3

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Solution

We know that positive integers are greater than negative integers.
So, 6 and 0 are greater than -2, -3 and -5.
Since, we know that higher the magnitude of the negative integer smaller the value of the integer.
So, -5 is the smallest among -2, -3 or -5.
$∴$ The ascending order is as follows:
-5 < -3 < -2 < 0 < 6

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Arrange the following in Ascending order :

2 : 5, 3 : 4, 5: 6, 2 : 3

\frac{1}{11},

\frac{13}{11},

\frac{1}{3},

\frac{4}{3}

A :^{n} P_{5} =^{n} P_{6} \Rightarrow n =

B :^{n} P_{12} =^{n} P_{8} \Rightarrow n =

C :^{n} C_{(n - 3)} = 10 \Rightarrow n =

D :^{(n + 1)} P_{5} :^{n} P_{6} = 1 : 2 \Rightarrow n =

\frac{5}{3}

\frac{1}{3}

\frac{4}{3}

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