Decimal Fraction Questions for Bank Exam /topics/decimal-fractions 
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The decimal fraction covered in mathematics is an important topic, which is also the easiest to solve. Apart from this, at least 5 to 6 questions are asked in the competitive examinations of SSC, UPSC, Railways, Banking from the decimal fraction. Explain that if there are powers of every 10 of a rational amount i.e. (10,100,1000, ........), then the fraction is called a decimal fraction, like 3/10, 7/100 etc. Here 3/10 means that the tenth part of the 3 unit, 7/100 means the hundredth part of the 7 unit. Here, with the help of the following blogs, you can see the important questions for the practice of decimal different subject and get complete marks under this topic in competitive exam.
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Decimal fractions are an important topic in banking exams as they are frequently used in calculations involving money, interest rates, and percentages. A decimal fraction is a fraction with a denominator of 10, 100, 1000, or any other power of 10.
Rajesh Bhatia 2.5K Views
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Q:
Raju ate $$3\over 8$$part of a pizza and Adam ate $$3\over 10$$ part of the remaining pizza. Then Renu ate $$4\over 7$$ part of the pizza that was left. What fraction of the pizza is still left?
662 0 64d1febaeb9b4274b3530159- 1$$5\over 12$$false
- 2$$1\over 4$$false
- 3$$1\over 8$$false
- 4$$3\over 16$$true
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Answer : 4 $$3\over 16$$
Q:
The numerator of a fraction is 3 more than the denominator. When 5 is added to the numerator and 2 is subtracted from the denominator, the fraction becomes $$8\over 3$$ . When the original fraction is divided by$$5{1\over 2}$$, the fraction so obtained is:
447 0 64bfb6fda2d4dcaf044d5431- 1$${1\over 2}$$false
- 2$${2\over 3}$$false
- 3$${3\over 4}$$false
- 4$${1\over 4}$$true
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Answer : 4 $${1\over 4}$$
Q:
Select the number that will come in place of the question mark (?) in the following mathematical statement.
$${5\over 9} \ of \ {11\over 14}\ 42\% \ of \ 540=?^2 -45 $$
1.1K 0 642817c52b960e1a418e2294- 112true
- 29false
- 313false
- 417false
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Answer : 1 12
- 1$$6^{-1\over 2}$$false
- 2$$6^{1\over 2}$$false
- 3$$6^{1\over 4}$$true
- 46false
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Answer : 3 $$6^{1\over 4}$$
- 16true
- 28false
- 312false
- 49false
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