Rational Number

Q. Find the number which when divided by 5 gives out the quotient as 6 and the remainder as 4.

1. 34
2. 32
3. 22
4. 26

Q. If p and q are integers, which of the following can be correct for $\frac{p}{q}$ to be a rational number?

1. $p=0,q=0$
2. $p=0,q\ne 0$
3. $p\ne 0,q=0$
4. $p\ne 0,q\ne 0$

Q.

Divide the following one and check by division algorithm.
$96324$by $245$

Q.

Divide the following one and check by division algorithm.

$12345$ by $975$

Q.

The decimal expansion of the rational number $\frac{14587}{1250}$ will terminate after:

1. One decimal place

2. Two decimal places

3. Three decimal places

4. Four decimal places

Q. Without actual division , show that the following rational number is non-terminating repeating decimal : $\frac{64}{455}$

Q.

Find the missing term in the following using the division algorithm.

$3333=(22\times 151)+\_\_\_\_\_\_$