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CBSE Questions for Class 5 Maths How Many Squares Quiz 3 - MCQExams.com

Calculate the total area of following figure, if each square has side length of 2 meters

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24 sq.cm
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20 sq.m
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16 sq.m
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12 sq.m

Calculate the total area of following figure, if side of each square is 3 cm

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40 sq.cm
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45 sq.cm
0%
42 sq.cm
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50 sq.cm

Consider the rectangle A with perimeter 30 cm. If rectangle B is having same perimeter as rectangle A and length of rectangle B is 9 cm, then what is the breadth of rectangle B?

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8 cm
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6 cm
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9 cm
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5 cm

Explanation

Given Perimeter of rectangle A = 30m = perimeter of rectangle B

We know Perimeter =

$2\times(length + breadth)$

length = 9cm

$\Longrightarrow$

$18 + 2b = 30$

$\Longrightarrow2b = 12 \Longrightarrow b = 6cm$

Calculate perimeter of the entire figure if the dimensions are as given in the figure

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130 cm
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140 cm
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230 cm
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160 cm

Consider rectangle A with length 20 cm and breadth 5 cm. If rectangle B has same area as rectangle A and length of rectangle B is 10 cm, then calculate ratio of perimeter of rectangle A with that of B.

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$\dfrac{50}{40}$
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$\dfrac{40}{50}$
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$\dfrac{1}{1}$
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None of the above

If each square has a side length of 3 cm, then perimeter of entire figure is,

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36 cm
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34 cm
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30 cm
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28 cm

Explanation

Given:each square has a side length of

$3$ cm

$\Rightarrow$ Perimeter is the shape the sum of all the lenghth of all its side.

=

$12\times3$

=36

Hence (A) is the correct answer.

Consider two rectangles as given below-
1) Rectangle A- Length of 4 cm and breadth of 6 cm
2) Rectangle B- Length of 8 cm and breadth of 3 cm
Which rectangle has more perimeter and by what amount?

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Rectangle A has greater perimeter by 2 cm
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Rectangle B has greater perimeter by 2 cm
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Both the rectangles have same perimeter
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Rectangle B has greater perimeter by 1 cm

Calculate the perimeter of the entire figure, if following dimensions are given-
1) Rectangle- Length 4 cm and breadth 2 cm
2) Square- Side length 2 cm

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1- 8 cm, 2- 12 cm
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1- 8 cm, 2- 4 cm
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1- 4 cm, 2- 8 cm
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1- 12 cm, 2- 8 cm

If each square has side length of 1 cm, then perimeter of the entire figure is,

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17 cm
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18 cm
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19 cm
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20 cm

Calculate perimeter of the entire figure, if each square has side length of 5 cm.

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50 cm
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60 cm
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65 cm
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45 cm

Explanation

Given:each square has a side length of

$3$ cm

⇒Perimeter is the shape the sum of all the lenghth of all its side.

=

$12×5$

=

$60$

Hence (B) is the correct answer.

Calculate the perimeter of entire figure, if following dimensions are given-
1) Rectangle- Length 5 cm and breadth 2 cm
2) Square - Side length of 2 cm

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1- 14 cm, 2- 8 cm
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1- 8 cm, 2- 14 cm
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1- 10 cm, 2- 4 cm
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1- 4 cm, 2- 10 cm

Calculate the perimeter of the entire figure, if each square has side length of 4 cm

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75 cm
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60 cm
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64 cm
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80 cm

Calculate the area of irregular shape, if each square has side length of 1 cm. If area is covering more than half of square, then consider it as full square.

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Area is approximately 11 sq.m
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Area is approximately 20 sq.cm
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Area is approximately 11 sq.cm
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None of the above

Calculate the area of irregular shape, if each square has side length of 1 cm. If area is covering more than half of square, then consider it as full square.

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area is approximately 8 sq.cm
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area is approximately 10 sq.cm
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area is approximately 8 sq.m
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Can't determine

Calculate the approximate area of following irregular figure. Compare this area with the area of square having side length of 4 cm. Let each square in square grid has side length of 1 cm

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Area of square is greater by 1 sq.cm
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Area of irregular figure is greater by 1 sq.cm
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Area of square is greater by 1 sq.m
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Area of both the figures is same

Calculate the area of irregular shape, if each square has side length of 1 cm. If area is covering more than half of square, then consider it as full square.

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Area is approximately 16 sq.cm
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Area is approximately 4 sq.cm
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Area is approximately 11 sq.cm
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None of the above

If square with side length 8 cm is having same area as square B, then compare the perimeters of squares A and B.

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Perimeter of square A is greater
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Perimeter of square B is greater
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Perimeter of both triangles will be same
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Can't determine

Calculate the area of irregular shape, if each square has side length of 1 cm. If area is covering more than half of square, then consider it as full square.

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Area is approximately 10 sq.cm
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Area is approximately 10 sq.m
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Area is approximately 6 sq.m
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Area is approximately 6 sq.cm

Calculate the area of irregular shape, if each square has side length of 1 cm. If area is covering more than half of square, then consider it as full square.

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Area is approximately 7 sq.cm
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Area is approximately 7 sq.m
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Area is approximately 10 sq.cm
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None of the above

Calculate the area of following irregular figure, if each square has side length of 1 cm. If figure is covering more than half of square, then consider it as a full square.

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Area is approximately 12 sq.m
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Area is approximately 12 sq.cm
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Area is approximately 8 sq.cm
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Area is approximately 16 sq.cm

Calculate the area of following irregular figure, if each square has side length of 1 cm. If figure is covering more than half of a square approximately, then consider it as full square.

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Area is approximately 10 sq.cm
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Area is approximately 2 sq.cm
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Area is approximately 5 sq.cm
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Area is approximately 8 sq.cm

Consider a rectangle A having length of 8 cm and breadth of 4 cm. If square B has same perimeter as that of rectangle, then compare the area of rectangle A with that of square B.

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Area of square is greater
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Area of rectangle is greater
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Area of both the figures is same
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Can't determine

Calculate area of both the triangles and compare their area. State whether area of both the triangles is same or not.

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Area of left triangle is greater
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Area of right triangle is greater
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Area of both triangles is same
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None of the above

Calculate the area of quadrilateral ABCD using the area of triangle, if each square in square grid has side length of 1 cm

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Area is approx 20 sq.cm
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Area is approx 32 sq.cm
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Area is approx 23 sq.cm
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Area is approx 27 sq.cm

Is it possible for two figures to have same area and different perimeters? Explain by giving examples.

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Yes, it is possible
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No, it is not possible
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Can't say
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Wrong question

Explanation

Yes, it is possible for two figures of same area to have different perimeters.

$Example:$ Consider a rectangle of length

$2cm$ and breadth

$8cm$ .

Area of rectangle =

$8\times 2 = 16cm^2$

Perimeter of rectangle =

$2(8+2) = 2\times10 = 20cm$

Now, consider a square of side

$4cm$

Area of square =

$4\times4 = 16cm^2$

$=$ area of rectangle

Perimeter of square =

$4\times 4 = 16cm$

$\neq$ perimeter of rectangle

Calculate the approximate area of following irregular figure. Let each square in square grid has side length of 1 cm. Compare this area with area of rectangle having length 6 cm and breadth 4 cm.

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Area of irregular figure is greater by 6 sq.cm
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Area of rectangle is greater by 18 sq.cm
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Area of rectangle is greater by 24 sq.cm
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Area of both the figures is same

Consider two figures as given below-
1) Rectangle A- Length of 8 cm and breadth of 2 cm
2) Square B- Side length 4 cm
Which figure has more perimeter and by what amount?

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Perimeter of rectangle is greater by 4 cm
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Perimeter of square is greater by 4 cm
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Perimeter of square is greater by 6 cm
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Perimeter of both the figures is same

Calculate the approximate area of following irregular figure. Compare this area with the area of square having side length of 4 cm. Let each square in square grid has side length of 1 cm.

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Area of square is greater by 5 sq.cm
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Area of square is greater by 5 sq.m
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Area of irregular figure is greater by 5 sq.cm
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Area of both the figures is same

How many rectangular tiles having dimensions

$4\times 3$ feet are required to cover a larger area of

$180\ feet^{ 2 }$

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15
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12
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18
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9

How many square tiles of side 2 cm are required to cover an area of 200 sq. cm?

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40
0%
50
0%
35
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55

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