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Cricket

Any cricket team consists of 11 players each. Both play a 2 innings game either batting or bowling. This note briefly describes the method for playing cricket and rules of cricket.

Summary

Any cricket team consists of 11 players each. Both play a 2 innings game either batting or bowling. This note briefly describes the method for playing cricket and rules of cricket.

Things to Remember

  • Any cricket team consists of 11 players each. Both play a 2 innings game either batting or bouling.
  • The area should be vertial with an oval circle around. 
  • The pitch's width should be 2.64 meters and the length of 20.12 meters. 3 stumps are put on each side of the pitch. 
  • The team that makes maximum runs win.

MCQs

No MCQs found.

Subjective Questions

Q1:

If π= 3.14 find the circumference of circle.

Radius = 3 cm


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Given,</p> <p>π= 3.14</p> <p>Radius of a circle(r) = 3 cm</p> <p>Circumference of circle=(c)= ?</p> <p>We know,</p> <p>c= 2πr</p> <p>=2&times;3.14&times;3 cm</p> <p>= 18.84 cm</p>

Q2:

If π= 3.14 find the circumference of a circle.

Radius =5 cm


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Radius of a circle(d) =5 cm</p> <p>The circumference of a circle (c)= ?</p> <p>By using formula,</p> <p>c =2 π r</p> <p>= 2×3.14×5cm</p> <p>= 34cm</p> <p></p>

Q3:

If π = 3.14 find the circumference of circle.

Radius =4.5 cm


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π = 3.14</p> <p>Radius of a circle(r)=4.5 cm</p> <p>Circumference of circle (c)= ?</p> <p>By using formula, c = 2π r =2&times;3.14&times;4.5 cm</p> <p>c = 2π r</p> <p>=2&times;3.14&times;4.5 cm</p> <p>= 28.26 cm</p>

Q4:

If π= 3.14 find the circumference of circle.

Diameter =10 inch


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Diameter of circle(d) =10 inch</p> <p>Circumference of circle (c)= ?</p> <p>By using formula,</p> <p>c = π d</p> <p>= 3.14&times;10 inch</p> <p>= 31.4 inch</p>

Q5:

If π= 3.14 find the circumference of circle.

Radius =12 m

 


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Radius of a circle(r)=12 m</p> <p>Circumference of circle (c)= ?</p> <p>By using formula,</p> <p>c =2π r</p> <p>=2&times;3.14&times;12 m</p> <p>=75.36 m</p>

Q6:

Taking the value of  π= 3.14 find the circumference of circle.

Diameter =18 ft

 

 


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Diameter of a circle(d) = 18 ft</p> <p>Circumference of circle(c )= ?</p> <p>By using formula,</p> <p>c = πd</p> <p>=3.14 &times; 18bft</p> <p>= 56.52 ft</p>

Q7:

Taking the value of π=3.14.Find the radius of the circle from the given circumference.

C=12.56 cm


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Circumference of a circle (C)=12.56 cm</p> <p>Radius of a circle(r)=?</p> <p>We know that, c=2πr</p> <p>c=2πr</p> <p>or, 12.56 = 2 &times; 3.14 &times; r</p> <p>or, 6.28 &times; r =12.56</p> <p>or, r = 12.566.28</p> <p>or, r = 2 cm</p> <p>&there4; Radius of a circle(r)=2 cm</p>

Q8:

Taking the value of π=3.14. Find the radius of the circle from the given circumference.

 C=18.84  inch


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Circumference of circle(C)=18.84 inch</p> <p>Radius of circle(r)=?</p> <p>We know that,</p> <p>C=2πr</p> <p>or, 18.84 = 2 &times; 3.14 &times; r</p> <p>or, 6.28 &times; r =18.84</p> <p>or, r = 18.846.28</p> <p>or, r = 3</p> <p>&there4; Radius(r)=3 inch</p>

Q9:

Taking the value of π=3.14. Find the radius of the circle from the given circumference.

C=34.54 cm


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Circumference of circle(C)=18..84 inch</p> <p>Radius of a circle(r)=?</p> <p>We know that,</p> <p>C=2πr</p> <p>or, 34.54=2&times;3.14&times; r</p> <p>or, 6.28&times; r = 34.54</p> <p>or, r=34.546.28</p> <p>or, r =5.5</p> <p>&there4; Radius(r)=5.5 cm</p> <p></p>

Q10:

Taking the value of π=3.14.Find the radius of the circle from the given circumference. 

C=65.94 ft


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Circumference of circle(C)=65.94 ft</p> <p>Radius(r)=?</p> <p>We know that,</p> <p>C=2πr</p> <p>or, 65.94=2&times;3.14&times;r</p> <p>or, 6.28&times;r=65.94</p> <p>or, r=65.946.28</p> <p>or, r=10.5</p> <p>&there4; Radius(r)= 10.5 ft</p>

Q11:

Taking the value of π=3.14.Find the radius of the circle from the given circumference. 

C=113.04 cm


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,π=3.14</p> <p>Circumference of circle(C)= 113.04 cm</p> <p>Radius of a circle(r)=?</p> <p>We know that,</p> <p>C=2πr</p> <p>or, 113.04=2&times;3.14&times;r</p> <p>or, r=113.046.28=18</p> <p>&there4; Radius (r)=18 cm</p>

Q12:

Taking the value of π=3.14. Find the radius of the circle from the given circumference.

C=376.8 yd

 


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution;</p> <p>Here,</p> <p>π=3.14</p> <p>Circumference of circle(C)=376.8 yd</p> <p>Radius of a circle(r)=?</p> <p>We know that,</p> <p>C=2πr</p> <p>or, 376.8=2&times;3.14&times;r</p> <p>or, 6.28&times;r=376.8</p> <p>or, r=376.86.28</p> <p>or, r =60</p> <p>&there4; Radius of a circle(r)=60 yd</p>

Q13:

If a  radius of a circular playground is 84 m, calculate the circumference.[π=227]

 


Type: Long Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π=227</p> <p>Radius of a circular playground(r)=84 m</p> <p>Circumference of a circular playground(c)=?</p> <p>We know that,</p> <p>C=2πr</p> <p>=2&times;227&times;84</p> <p>=528m</p> <p>Circumference of a circular playground (c)=528 m</p>

Q14:

How much distance should a runner run to complete one round in a circular stadium of radius 100 m? [π=227]


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π=227</p> <p>Radius of a circular stadium(r) = 100m</p> <p>Circumference (C)=?</p> <p>We know that,</p> <p>C = 2πr</p> <p>=2&times;3.14&times;100</p> <p>=628m</p> <p>&there4; Radius of a circular stadium is 628m</p>

Q15:

Find the area of the circle[π=3.14]

Radius= 3 cm


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here, π=227</p> <p>Radius of a circle(r)= 3 cm</p> <p>Area of a circle(A)=?</p> <p>By using formula,</p> <p>A=πr<sup>2</sup></p> <p>=3.14&times;(3)<sup>2</sup></p> <p>=28.26 cm<sup>2</sup></p> <p>Hence, Area of a circle = 28.26 cm<sup>2</sup></p>

Q16:

Find the area of the circle[π=3.14]

 Diameter=5 cm


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π=3.14</p> <p>Diameter of a circle(d)= 5 cm</p> <p>Radius of a circle(r)=d2=52=2.5 cm</p> <p>Area of a circle(A)=?</p> <p>By using formula</p> <p>A=πr<sup>2</sup></p> <p>=3.14&times;(2.5)<sup>2</sup></p> <p>=19.625 cm<sup>2</sup></p> <p>Hence, Area of a circle(A)=19.625 cm<sup>2</sup></p>

Q17:

Find the area of the following circle [π=3.14]

Radius = 8 ft.

 


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Radius of a circle(r)=8 ft.</p> <p>Area of a circle(A)=?</p> <p>By using formula,</p> <p>A=πr<sup>2</sup></p> <p>=3.14&times;(8)<sup>2</sup></p> <p>=200.96 ft<sup>2</sup></p> <p>Hence, Area of a circle(A)=200.96 ft<sup>2</sup></p>

Q18:

Find the area of the following circle[π=3.14] 

Diameter=12 inch


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π=3.14</p> <p>Diameter of a circle=(d)=12 inch</p> <p>Radius of a circle(r)=d2</p> <p>=122</p> <p>= 6 inch</p> <p>Area of a circle(A)=?</p> <p>By using formula,</p> <p>A=πr<sup>2</sup></p> <p>=3.14&times;(6)<sup>2</sup></p> <p>=113.04 inch<sup>2</sup></p> <p>Hence, Area of a circle(A)=113.04 inch<sup>2</sup></p>

Q19:

Find the area of the following circle[π=3.14]

Diameter=15 mm

 


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Diameter of a circle(d)=15 mm</p> <p>Radius of a circle(r)=d2</p> <p>=152</p> <p>=7.5 mm</p> <p>Area of a circle(A)=?</p> <p>By using formula</p> <p>A = πr<sup>2</sup></p> <p>=3.14&times;(7.5)<sup>2</sup></p> <p>=176.625 mm</p> <p>Hence, Area of a circle(A)=176.625 sq.mm</p>

Q20:

Find the area of the circle [π=3.14] 

Diameter(d)=22 cm


Type: Short Difficulty: Easy

Show/Hide Answer
Answer: <p>Solution:</p> <p>Here,</p> <p>π= 3.14</p> <p>Diameter of a circle(d)=22 cm</p> <p>Radius of a circle(r)=d2</p> <p>=222</p> <p>=11 cm</p> <p>Area of a circle(A)= ?</p> <p>By using formula,</p> <p>A= πr<sup>2</sup></p> <p>=3.14&times;(11)<sup>2</sup></p> <p>=379.94 cm<sup>2</sup></p> <p>Hence, Area of a circle (A)=379.94 cm<sup>2</sup></p>

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Cricket

Cricket

Cricket


Any cricket team consists of 11 players each. Both play a 2 innings game either batting or bowling. The area should be vertical with an oval circle around. The pitch's width should be 2.64 meters and the length of 20.12 meters. 3 stumps are put on each side of the pitch. The batting team should send only 2 players to bat. If any batsmen are out, another batsman should come to the field. If 10 batsmen got out then the first inning is over. After the first inning, the other team gets the chance to bat. The team that makes maximum runs win.

cricket
cricket

General Rules of Cricket

  1. The team that wins the toss could choose either bat or bowl.
  2. Unless the acceptance of the two captains and the umpires, the pitch cannot be changed.
  3. When the batsman hits the ball he can add up runs by running between the wickets.
  4. If the batsman is caught if he hits the ball above without touching the ground, then he gets caught out.
  5. If the ball or the bat hits the bails and gets dropped from the stumps, the batsman is considered out.
  6. If the ball hit by the batsmen does not touch the ground and crosses the borderline, 6 runs are provided to the team. Likewise, if the ball hit by the batsmen touch the ground and crosses the borderline, 4 runs are provided to the team.

Lesson

Games

Subject

Health and Physical Education

Grade

Grade 8

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