# Calculating Fractional Area

## Trending Questions

**Q.**What is the equivalent fraction of 4828 in its simplest form?

- 2414
- 127
- 9656
- 2416

**Q.**Which of the following is not true?

- A proper fraction is lesser than 1
- An improper fraction is greater than one or equal to one
- A mixed fraction can’t be expressed as a proper fraction
- A proper fraction is always greater than an improper fraction

**Q.**A kitchen floor has 25 tiles in an area of 5 square feet. How many tiles are in 1 square foot?

- 5
- 125
- 25
- 30

**Q.**In which of the following provinces the Congress Ministry was not formed in June 1937?

- United Provinces
- Central Provinces
- Madras
- Assam

**Q.**

A field 90 m long and 40 m broad is exchanged for a square plot of land of equal area. Find the side length of the square.

30m

3600m

60m

36m

**Q.**

Classify the following fraction as proper, improper and mixed fractions $\frac{13}{11}$

**Q.**

The square whose area is 100m2 is divided into 5 rectangles of equal area. If the length of the rectangle is 10 m, then find the breadth.

2m

12m

4m

25m

**Q.**

Check whether the given fractions are equivalent or not.

$\frac{45}{81}$ and $\frac{5}{9}$

**Q.**

Two squares of area 9m2 are placed adjacent to each other, what would be dimensions of the new rectangle formed ?

Length = 6 m, breadth = 3 m

Length = 6 m, breadth = 6 m

Length = 3 m, breadth = 3 m

Length = 18 m, breadth = 6m

**Q.**

Check whether the given fractions are equivalent or not.

$\frac{4}{5}$ and $\frac{24}{30}$

**Q.**A person walks 1 ¼ km from his home and later travels in a bus for 5 ½ km to reach a local market. What is the distance between his house and the local market?

- 274
- 264
- 623
- 714

**Q.**A school runs for 6 hours per day, consisting of sessions of 45 minutes each. What will be the fraction of the duration of 1 session to the total duration of all the sessions?

- 18
- 19
- 16
- 15

**Q.**

If 3 sacks of concrete will make 12 square feet of sidewalk, predict how many sacks of concrete are needed to make 40 square feet of sidewalk.

20

10

40

30

**Q.**

Find the area of the rectangle with length 34m and breadth is 2 times the length.

49 sq. m

98 sq. m

89 sq. m

94 sq. m

**Q.**

What is the area of the square with side 23 m ?

23 sq. m

29 sq.m

43 sq. m

49 sq. m

**Q.**Find the area of the shaded region:

**Q.**

Check the given fractions are Equivalent or not $\frac{6}{9}$and $\frac{12}{18}$

**Q.**Find an equivalent fraction of 112252 with denominator 9.

**Q.**How are two mixed fractions added?

**Q.**Perimeter of a square whose side measures 4 m is

- 4 m
- 12 m
- 16 m
- 16 cm

**Q.**

What number will replace $*$ mark?

$\frac{7}{8}$$=$$\frac{21}{*}$

**Q.**

Ravi travelled $3\frac{1}{2}km$ in a bus and then he walked $1\frac{1}{8}km$ to reach a town.How much did he travel to reach the town ?

**Q.**The number of sheets of paper available for making notebooks is 75, 000. Each sheet makes 8 pages of a notebook. Each notebook contains 200 pages. How many notebooks can be made from the paper available?

**Q.**

Find the area covered if 8 square mats of side 52m are spread over the ground.

50sq.m

252sq.m

504sq.m

25sq.m

**Q.**Which of the following pairs of fractions are not equivalent?

- 34, 1520
- 1421, 46
- 810, 1215
- 614, 1025

**Q.**A bar of length 20 units is made into square find its area

- 20
- 16
- 25
- None of these.

**Q.**The following fraction represent just three different numbers. Separate them into the groups of equivalent fractions, by changing each one to its simplest form.

850

**Q.**

Question 9 :

Match the equivalent fractions and write two more for each:

(i) 250400 (a) 23(ii) 180200 (b) 25(iii) 660990 (c) 12(iv) 180360 (d) 58(v) 220550 (e) 910

**Q.**The breadth of a rectangle is 10% of its perimeter. If the length of the rectangle is 12 cm longer than its breadth, find the area of the rectangle.

- 36cm2
- 400cm2
- 64cm2
- 256cm2

**Q.**

Which of the following formulae can be used to find the area and perimeter of a square? (Given Side length = 'a')

a

^{2}, 4aa

^{2}, 2a2a

^{2}, 4a2a

^{2}, 2a