MCQ Questions for Class 5 Maths How Many Squares Quiz 1

Which stamp has the biggest area?

0%
Stamp D
0%
Stamp C
0%
Stamp B
0%
Stamp A

Calculate the area of following rectangles given length and width
1) Length 20 cm and width 5 cm
2) Length 7 m and width 2 m

0%
1- 14 sq.cm, 2- 100 sq.cm
0%
1- 50 sq.cm, 2- 18 sq.cm
0%
1- 100 sq.cm, 2- 14 sq.cm
0%
1- 18 sq.cm, 2- 50 sq.cm

Calculate the area of following figures
1) Rectangle of length 4 cm and width 2 cm
2) Square of side length of 3 cm

0%
1- 8 sq.m, 2- 9 sq.m
0%
1- 12 sq.cm, 2- 9 sq.cm
0%
1- 8 sq.cm, 2- 9 sq.cm
0%
1- 9 sq.cm, 2- 8 sq.cm

Figure shows a square grid. If each square has side length of 1 cm, draw two circles, one with greatest area and other with smallest area.
What is the radius of biggest circle and what is the radius of smallest circle?

0%
1- 12 cm, 2- 0.5 cm
0%
1- 12 cm, 2- 1 cm
0%
1- 6 cm, 2- 0.5 cm
0%
1- 6 cm, 2- 1 cm

what is the perimeter of the given figure? (in ft.)

0%
7 ft.
0%
8 ft.
0%
9 ft.
0%
10 ft.

Explanation

The added perimeter of the given figure is

$(2+1+1+1+1+2)=8 \ ft.$

Calculate the approximate area of following irregular figure. Let each square in square grid has side length of 1 cm. Compare this area with the area of square having side length of 5 cm

0%
Area of irregular figure is greater approximately by 20 sq.cm
0%
Area of square is greater approximately by 20 sq.cm
0%
Area of both the figures is same
0%
Can't be specified

Raghu walks around a park everyday. How far does he walk in one round?

0%
$198$ m
0%
$298$ m
0%
$228$ m
0%
$328$ m

Explanation

$1$ round Raghu walks

$(66+75+102+85)m=328m$

The least number of square tiles that will be needed to pave a plot 225 m by 30 m is ...........

0%
30 tiles
0%
15 trles
0%
25 tiles
0%
45 tites
0%
Answer required

Distance between two dots is

$1\,cm$
Find the perimeter of Green Rectangle

0%
$12$ cm
0%
$14$ cm
0%
$15$ cm
0%
$20$ cm

Explanation

$\therefore$ This is the given rectangle with distance between two dots

$=1cm$

Length

$(l)=4cm$

Breadth

$(b)=3cm$

Perimeter of given rectangle

$=2(l+b)$

$=2(4+3)$

$=14cm$

$\therefore$ Hence, option (B) is correct.

2063885_428653_ans_7232821d916242d892c1de93a17a6139.png

Find the perimeter of the following figure?

0%
$800\ m$
0%
$600\ m$
0%
$1200\ m$
0%
None of these

Explanation

Perimeter of figure = sum of all sides

$=100+100+100+100+100+100$

$=600m$

If an area of a rectangle is 100 square cm and width of the rectangle is 5 cm, then what is the length of rectangle

0%
25 cm
0%
20 cm
0%
15 cm
0%
12 cm

If area of a rectangle is 81 square cm and length of rectangle is 9 cm, then what is width of rectangle?

0%
72 cm
0%
9 cm
0%
9 m
0%
8 cm

Given side of the square, calculate area of the square
1) side length 4 m
2) side length 9 cm

0%
1- 16 sq.cm, 2- 36 sq.cm
0%
1- 36 sq.cm, 2- 16 sq.cm
0%
1- 81 sq.cm, 2- 36 sq.cm
0%
1- 16 sq.cm, 2- 81 sq.cm

How many squares of one centimetre side does stamp A cover?

0%
12
0%
18
0%
8
0%
6

The area of stamp F is

0%
8 square cm
0%
18 square cm
0%
12 square cm
0%
6 square cm

In the figure given, the side of square

$ABCD$ is

$7cm$ . What is the area of the shaded portion, formed by the arcs

$BD$ of the circles with centre at

$C$ and

$A$ ?

0%
$7{cm}^{2}$
0%
$28{cm}^{2}$
0%
$14{cm}^{2}$
0%
$21{cm}^{2}$

Explanation

Given:

Side of square

$ABCD = 7 cm$

To find: Area of shaded portion formed by

$arc \, BD$ of circles with centre at

$C$ &

$A$ .

Area of shaded portion

$= 2 [ Area \, of \, sector \, BD - Area \, of \, \Delta ABD]$

$= 2 \left[\dfrac{\theta}{360^{\circ}} \times \pi r^2 - \dfrac{1}{2} \times base \times height \right]$

$\therefore \begin{Bmatrix} Area \, of \, sector = \dfrac{\theta}{360^{\circ}} \times \pi r^2 \\ Area \, of \, triangle = \dfrac{1}{2} \times base \times height \end{Bmatrix}$

$= 2 \left[\left[\dfrac{90}{360^{\circ}} \times \dfrac{22}{7} \times 7 \times 7 \right) - \dfrac{1}{2} \times 7 \times 7 \right]$

$= 2 \left[\dfrac{77}{2} - \dfrac{49}{2} \right]$

$= 2 \times \dfrac{28}{2}$

$= 28 cm^2$

The correct option is (B) i.e.

$28 cm^2$ .

2106364_550631_ans_c8bc96d4faed40c7af1b99a90fbf5f9b.png

Find the sum of the perimeters of the figures given above.

0%
$350$ cm
0%
$360$ cm
0%
$370$ cm
0%
$380$ cm

Explanation

Perimeter is simply the sum of sides of figure.

Perimeter for first figure(triangle)

$=(60+50+60)=170\,cm$

Perimeter for first figure(rectangle)

$=(60+40+60+40)=200\,cm$

So, the sum of perimeter

$=170+200=370$ cm

What is the area of the given figure?

0%
$21$ square units
0%
$23$ square units
0%
$25$ square units
0%
$27$ square units

Explanation

In the given figure, there are

$22$ complete squares and

$2$ half squares.

Hence, total number of unit squares

$=23$
Now,

$1\blacksquare =1$ square unit

$\therefore\$ Area of figure

$=23$ square units.

Hence, option B is correct.

The green triangle contains halves of one square and one rectangle. What is the area of the green triangle __________?

0%
$20\ sq \ units$
0%
$10\ sq \ units$
0%
$15\ sq \ units$
0%
$25\ sq \ units$

What is the area of the shaded figure?

0%
$26cm^2$
0%
$52cm^2$
0%
$64cm^2$
0%
$56cm^2$

Explanation

Area of

$1$ small square

$=(2\times 2)cm^2$

$=4cm^2$
Number of shaded square

$=14$

$\therefore$ Shaded area

$=14\times 4=56cm^2$ .

Find the area of the given plot. (All measures are in metres.)

0%
$6750\,m^{2}$
0%
$6000\,m^{2}$
0%
$7500\,m^{2}$
0%
$4000\,m^{2}$

The following figures are drawn on a sheet of squared paper. Count number of squares closed by each figure and find its area, taking the area of each square as

$1\ cm^2$ .

0%
$5 \ cm^2$
0%
$4 \ cm^2$
0%
$8 \ cm^2$
0%
$10 \ cm^2$

Explanation

This figure contains

$6$ complete squares and

$4$ half square
Area of

$1$ small square

$=1\ cm^2$
Area of the figure = Number of complete square

$\times$ Area of the square

$=(6\times 1)+(4\times 1/2)$

$=6+4/2$

$=16/2$

$=8\ sq.cm$

0%
$5 \pi$
0%
$7 \pi$
0%
$6\pi$
0%
$8\pi$

The area of the largest rectangle that can be inscribed in a semicircle of radius

$10$ is

0%
$200$
0%
$150$
0%
$50$
0%
$100$

In Fig., perimeter of (ii) is greater than that of (i), but its area is smaller than that of (i).

0%
True
0%
False

Explanation

It is true.

Because, we know that the perimeter is the sum of all sides of closed shapes or polygons.

By observing figure we can say that figure

$2$ has a greater perimeter as it has some extra edges than figure

$1$ .

Whereas figure

$2$ has less area than figure

$1$ , because some part in

$2$ is cutted out

All triangles may not have the same perimeter.

0%
True
0%
False

If square A has an area of 49 square cm and square B has an area of 36 square cm, what is the side length of both the squares?

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Square A- 7 cm and square B- 6 cm
0%
Square A- 9 cm and square B- 4 cm
0%
Square A- 6 cm and square B- 7 cm
0%
None of the above

If area of one stamp is

$2 cm^2$ , then what is the area of such 10 stamps?

0%
10 $cm^2$
0%
20 $cm^2$
0%
25 $cm^2$
0%
15 $cm^2$

Explanation

Given ,

Area of one stamp =

$2 cm^2$

Therefore Area of 10 stamps=

$2*10$

$20 cm^2$

Hence option (B) is correct

If square A has a side length of 2 cm and another square B has a side length of 4 cm, then which square has greater area?By how much?

0%
Area of square A is greater by 12 sq.cm
0%
Area of square B is greater by 12 sq.cm
0%
Area of both the squares is same
0%
None of the above

If side of the square is 1 centimetre, then what is the area of square?

0%
1 $cm^2$
0%
2 $cm^2$
0%
3 $cm^2$
0%
4 $cm^2$

Explanation

Given ,side of a square=

$1 cm$

Therefore area of square =

$(side)^2$

$(1 cm)^2$

$1 cm^2$

Hence option (A) is correct

CBSE Questions for Class 5 Maths How Many Squares Quiz 1 - MCQExams.com

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Practice Class 5 Maths Quiz Questions and Answers

CBSE Questions for Class 5 Maths How Many Squares Quiz 1 - MCQExams.com

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Practice Class 5 Maths Quiz Questions and Answers

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