Read the following bar graph carefully and answer the questions given below. Bar graph shows percentage distribution of total runs scored by five different players and percentage distribution of total balls faced by these players.
1. If another player A has faced same number of as faced by T and scored same number of runs as scored by S, then find the strike rate of A.
1. 175%
2. 200%
3. 166⅔%
4. 100⅔%
5. 266⅔%
Option “5” is correct.
2. If balls faced by P and R are decreased by 20% and increased by 25% respectively to scored same number of runs as provided in the information given above, then find the difference between the new strike rate of P and that of R.
1. 80%
2. 120%
3. 60%
4. 100%
5. 140%
Option “1” is correct.
3. If strike rate of Q is decreased by 25%, then find the new number of balls required by P to scored same runs.
1. 325
2. 550
3. 225
4. 360
5. 480
Option “5” is correct.
4. If strike rate of S is decreased by 37.5%, then find the runs scored by S on same number of balls.
1. 312
2. 368
3. 340
4. 300
5. 375
Option “4” is correct.
Set-100
The table shows the relation of height and radius of the three solid cylinders (A, B & C) and cones (P, Q & R). Read the table carefully and answer the question given below.
1. If the height of the cylinder A is 7 cm and the difference between volumes of cone P and cylinder A is 110 cm³, then find the radius of cone P is how much more than that of cylinder A. (in cm)
1. 1
2. 2
3. 3
4. 4
5. 5
Option “1” is correct.
2. The curved surface area of cylinder C is 616 cm² and total surface area of cone Q is 1078 cm². Find the ratio of sum of heights of cone and cylinder together to that of radius of both.
1. 1:3
2. 2:3
3. 3:1
4. 4:1
5. 5:4
Option “4” is correct.
3. Find curved surface area of cylinder B is what percentage less than its total surface area.
4. The sum of heights of the cylinder C & cone R together is 35cm and radius of cylinder C and cone R together is 28 cm. Find the difference between curved surface area of the cone R and cylinder C.
5. If the radius of each ‘N’ number of sphere is half of the radius of cylinder B, then find the value of N.
1. 10
2. 20
3. 30
4. 40
5. 50
Option “3” is correct.
6. If cone Q is symmetrically mounted over cylinder C and the height of Q is 28 cm more than that of C. Then find the total surface area of the newly formed structure.
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