Let's Memorize:
1) Area of square = `L^{2}` | 3) Area of circle = `\pi r^{2}` |
2) Perimeter of square = 4L | 4) Perimeter of circle = 2`\pi`r |
Note: `\color{red} {\pi = 3.14 or \frac{22}{7}}`
Square
Q1 A square is 5cm long, find its area and perimeter.
Q2 Find the area and perimeter of a square shape field that is 12.5 m long. Also, find the length of the wire to fence 5 times.
Q3 The area of a square garden is 100 `m^{2}`. Find the cost of it fencing it 4 rounds at Rs 25/m.
Solution,
Area of square garden = 100 `m^{2}`
In order to fence, we need to know its perimeter but length is missing. So let's work on that.
Perimeter = ? x (say)
Length = ? y (say)
We know,
Area of square = `L^{2}`
or, 100 = `y^{2}`
or, `\sqrt{100}` = y
or, 10 = y
∴ L = 10 cm
Again, Let's find its perimeter.
Perimeter = 4L
or, x = 4 x 10
or, x = 40
∴ Perimeter = 40 cm
Required length of wire = Perimeter x 4 rounds
= 40 x 4
= 160 m
∴ Cost = 160m x Rs25/m
= Rs 4000
Q4 A square field is 64m long. Find its perimeter.
Q5 The perimeter of a square is 4.28cm. Find its area.
Q6 The perimeter of a square is 16m, Calculate its area.
Circle
Please note: Radius = `\frac{diameter}{2}`
One Revolution of a wheel = Circumference of the circle.
Q1
60 cm
1. The circumference of a circular wheel is 20cm. Find the distance it covers in 3 revolutions.
60 cm
Q2 If the circular wheel has a diameter of 14 cm. Find the distance it covers in 20 revolutions.
Q3 A circular wheel has a radius of 7 cm. Find the distance it covers in 10 revolutions.
Q4 The diameter of a circle is 14 cm. Find its area and perimeter.
What have you learned?
- Area and perimeter/circumference of a circle
- Perimeter and area of a square
- Problems and solutions based on the area and perimeter/circumference of a circle
- Problems and solutions based on the area and perimeter of a square
- Formula to find the area and perimeter of the circle and rectangle
4 Comments
sir can you put todays classwork
ReplyDeleteYes, Please check that video.
Deletesir your screen is blur can you please make it a bit clear next time
ReplyDeleteis it? which part?
ReplyDelete