Monday, October 3, 2022
HomeMathPhrase Issues on Fraction | Math Fraction Phrase Issues |Fraction Math

Phrase Issues on Fraction | Math Fraction Phrase Issues |Fraction Math


In phrase issues on fraction we are going to resolve differing types
of issues on multiplication of fractional numbers and division of fractional
numbers.

1. 4/7 of a quantity is 84. Discover the quantity.

Resolution:

In line with the issue,

4/7 of a quantity = 84

Quantity = 84 × 7/4

[Here we need to multiply 84 by the reciprocal of 4/7]

Word Problems on Fraction

= 21 × 7

= 147

Subsequently, the quantity is 147.

2. Rachel took (frac{1}{2}) hour to color a desk and (frac{1}{3})
hour to color a chair. How a lot time did she soak up all?

Time taken to color a desk =
(frac{1}{2}) hour

Time taken to color a chair =
(frac{1}{3}) hour

Complete time taken                =
(frac{1}{2}) hour + (frac{1}{3}) hour

                                           (frac{1}{2}) + (frac{1}{3}) = (frac{3}{6}) + (frac{2}{6})

                                       =
(frac{5}{6}) hour

(frac{1 × 3}{2 × 3}) = (frac{3}{6}) ; L.C.M. of two, 3
is 6.

(frac{1 × 2}{3 × 2}) = (frac{2}{6})

3. If 3(frac{1}{2}) m of wire is minimize from a chunk of 10 m
lengthy wire, how a lot of wire is left?

Complete size of the wire = 10 m

Fraction of the wire minimize out = 3(frac{1}{2}) m = (frac{7}{2})
m

Size of the wire left = 10 m – 3(frac{1}{2}) m

            = [(frac{10}{1}) – (frac{7}{2})]
           L.C.M. of 1, 2 is 2

            = [(frac{20}{2}) – (frac{7}{2})]
m        (frac{10}{1})

            = [(frac{20 – 7}{2})] m

            = (frac{13}{2}) m

            = 6(frac{1}{2}) m

4. One half of the scholars in a college are ladies, 3/5 of
these ladies are learning in decrease lessons. What fraction of ladies are learning
in decrease lessons?

Resolution:

Fraction of ladies learning at school = 1/2

Fraction of ladies learning in decrease lessons = 3/5 of 1/2

                                                            =
3/5 × 1/2

                                                            =
3 × 1/5 × 2

                                                            =
3/10

Subsequently, 3/10 of ladies learning in decrease lessons.

5. Maddy reads three-fifth of 75 pages of his lesson. What number of extra pages he want to finish the lesson?

Resolution:

Maddy reads = 3/5 of 75

= 3/5 × 75

Word Problems on Fraction

= 45 pages.

Maddy has to learn = 75 – 45.

= 30 pages.

Subsequently, Maddy has to learn 30 extra pages.

6. A herd of cows provides 4 litres of milk every day. However every cow provides one-third of complete milk every day. They provide 24 litres milk in six days. What number of cows are there within the herd?

Resolution:

A herd of cows provides 4 litres of milk every day.

Every cow provides one-third of complete milk every day = 1/3 of 4

Subsequently, every cow provides 4/3 of milk every day.

Complete no. of cows = 4 ÷ 4/3

                         = 4 × ¾

                         = 3

Subsequently there are 3 cows within the herd.

Questions and Solutions on Phrase issues on Fractions:

1. Shelly walked (frac{1}{3}) km. Kelly walked (frac{4}{15})
km. Who walked farther? How a lot farther did one stroll than the opposite?

2. A frog took three jumps. The primary soar was (frac{2}{3})
m lengthy, the second was (frac{5}{6}) m lengthy and the third was (frac{1}{3})
m lengthy. How far did the frog soar in all?

3. A vessel comprises 1(frac{1}{2}) l of milk. John drinks
(frac{1}{4}) l of milk; Joe drinks (frac{1}{2}) l of milk. How a lot of
milk is left within the vessel?

You may like these

 Multiplication is Repeated Addition.

● Multiplication of Fractional Quantity by a Entire Quantity.

● Multiplication of a Fraction by Fraction.

● Properties of Multiplication of Fractional Numbers.

● Multiplicative Inverse.

● Worksheet on Multiplication on Fraction.

● Division of a Fraction by a Entire Quantity.

● Division of a Fractional Quantity.

● Division of a Entire Quantity by a Fraction.

● Properties of Fractional Division.

● Worksheet on Division of Fractions.

● Simplification of Fractions.

● Worksheet on Simplification of Fractions.

● Phrase Issues on Fraction.

● Worksheet on Phrase Issues on Fractions.

fifth Grade Numbers 

fifth Grade Math Issues 

From Phrase Issues on Fraction to HOME PAGE


Did not discover what you had been on the lookout for? Or need to know extra data
about
Math Solely Math.
Use this Google Search to seek out what you want.






RELATED ARTICLES

LEAVE A REPLY

Please enter your comment!
Please enter your name here

Most Popular

Recent Comments