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# Decimal Fraction Questions

Home > Quantitative Aptitude > Decimal Fraction > General Questions
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Choose the correct option.

The simplification of $$3.\bar{36}-2.\bar{05}+1.\bar{33}$$ equals to:

A$$2.\bar{64}$$

B2.6

C2.64

D$$2.\bar{61}$$

Explanation:

Here is no explanation for this answer

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Choose the correct option.

$$(0.\bar{09}\times7.\bar{3})$$ is equals to :

A$$.6\bar{57}$$

B$$0\bar{.6}$$

C$$\bar{.657}$$

D$$\bar{.67}$$

Explanation:

$$0.\bar{09}\times7.\bar{3}=\frac{9}{99}\times7\frac{3}{9}=\frac{1}{11}\times\frac{66}{9}=\frac{2}{3}=0.\bar{6}$$

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Choose the correct option.

$$(0.34\bar{67}+0.13\bar{33})$$ is equals to :

A0.48

B$$0.4\bar{8}$$

C$$0.\bar{48}$$

D$$0.48\bar{01}$$

Explanation:

Here is no explanation for this answer

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Choose the correct option.

$$\left(8.3\bar{1}+0.\bar{6}+0.00\bar{2}\right)$$ is equal to:

A$$8.97\bar{9}$$

B$$8.9\bar{12}$$

C$$8.\bar{912}$$

D$$8.9\bar{79}$$

Explanation:

Here is no explanation for this answer

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Choose the correct option.

The sum of $$\bar{2}.75$$ and $$\bar{3}.78$$ is:

A$$\bar{5}.53$$

B$$\bar{1}.03$$

C$$\bar{1}.53$$

D$$\bar{4}.53$$

Explanation:

$$\bar{2}.75+\bar{3}.78=(-2+ 0.75)+(-3+0.78)$$
$$=-5+(0.75+0.78)=-5+1.53=-5+1+0.53$$
$$-4+0.53=\bar{4}.53$$

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Choose the correct option.

If $$\frac{547.527}{0.00082}=x$$, then the value of $$\frac{547527}{82}$$ is:

Anone of these

B$$\frac{x}{10}$$

C$$10x$$

D$$100x$$

Explanation:

$$\frac{547527}{82}=\frac{54.7527}{0.00082}=\left(\frac{547.527}{0.00082}\times\frac{1}{10}\right)=\frac{x}{10}$$

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Choose the correct option.

If $$2994 \div 14.5=172,$$ then $$29.94\div1.45=?$$

A172

B0.172

C1.72

D17.2

Explanation:

$$\frac{29.94}{1.45}=\frac{299.4}{14.5}=\left(\frac{2994}{14.5}\times\frac{1}{10}\right)=\frac{172}{10}=17.2$$

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Choose the correct option.

$$213\times16=3408,$$ then $$1.6\times21.3$$ is equal to :

A340.8

B0.3408

C3.408

D34.08

Explanation:

$$1.6\times21.3=\left(\frac{16}{10}\times\frac{213}{10}\right)=\left(\frac{16\times213}{100}\right)=\frac{3408}{100}=34.08$$

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Choose the correct option.

If $$\frac{1}{6.198}=0.16134$$, then the value of $$\frac{1}{0.0006198}$$ is:

A16134

B0.016134

C0.16134

D1613.4

Explanation:

$$\frac{1}{0.0006198}=\frac{10000}{6.198}=\left(10000\times\frac{1}{6.198}\right)=(10000\times0.16134)=1613.4$$

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Choose the correct option.

When 52416 is divided by 312, the quotient is 168. What will be the quotient when 52.416 is divided by 0.0168?

A.312

B3.12

C312

D3120

Explanation:

Given$$\frac{52416}{312}=168 \Leftrightarrow \frac{52416}{168}=312$$
Now, $$\frac{52.416}{0.0168}=\frac{524160}{168}=\left(\frac{52416}{168}\times10\right)=(312\times10)=3120$$

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