Question

10 rational numbers that are smaller than 4/-5 no spam!​

Answer 1

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》To find,

Five smallest rational numbers below $\frac{4}{-5}$

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》Solution !!

》We know that, All integers are also Rational number.

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》Therefore 5 rational numbers less than $\frac{4}{-5}$ are -

$\frac{4}{-6}$

$\frac{4}{-7}$

$\frac{4}{-8}$

$\frac{4}{-9}$

$\frac{4}{-10}$

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》HOPE IT HELPS !!!!

Answer 2

Answer

As per your question we need to find 10 rational number between $\rm \frac { 4 } { -5 }$

So let us solve it by 2 methods.

1st method

Calculate $\rm \frac { 4 } { -5 }$

We get

$\implies \rm \frac { 4 } { -5 }$ = -0.8

So we can choose any 10 rational number smaller than -0.8

So,your answer would be,

-0.10,-0.11,-0.12,-0.13,-0.14,-0.15,-0.16,-0.17,-0.18,-0.19.

2nd method

We know that if the numerator is same and we increase up the denominator only then each time we will be getting a number smaller than the original number.

But here we got a negative number so let us inverse it.

Let's use the same trick here

$\rm \frac { 4 } { -5 }$

decrease up number to denominator

$\implies \rm \frac { 4 } { -4}$

$\implies \rm \frac { 4 } { -3}$

$\implies \rm \frac { 4 } { -2 }$

$\implies \rm \frac { 4 } { -1}$

Now add up 1 to numerator and do the same.Decrease denominator.

$\implies \rm \frac { 5 } { -5 }$

$\implies \rm \frac { 5} { -4 }$

$\implies \rm \frac { 5} { -3}$

$\implies \rm \frac { 5 } { -2}$

$\implies \rm \frac { 4 } { -1 }$

$\implies \rm \frac { 5} { -0}$ i.e -5