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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.
Students often face difficulties while solving decimal fractions questions in the competitive exams because they get confuse to using formulas. So here in this blog, you can easily know about decimal fraction definition, decimal fraction formulas, decimal fraction solutions with examples.
Decimal fractions questions definitely asked in competitive exams. Decimal fraction questions are very important questions. But students face difficulty during solve them.
Most of the students are facing problems in decimal fractions in competitive exams. They only think how they can solve decimal fraction problems.
Decimal fraction questions have been asked in many competitive exams and there are strong chances to ask decimal fraction questions aptitude questions again in SSC, Bank exams.
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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?
381 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 $$3\over 16$$
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:
193 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 $${1\over 4}$$
Select the number that will come in place of the question mark (?) in the following mathematical statement.
$${5\over 9} \ of \ {11\over 14}\ 42\% \ of \ 540=?^2 -45 $$
806 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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