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ICSE ICSE Class 8 - CISCE Question Bank Solutions for Mathematics

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A parallelogram has sides of 20 cm and 30 cm. If the distance between its shorter sides is 15 cm; find the distance between the longer sides.

[5.1] Area of a Trapezium and a Polygon
Chapter: [5.1] Area of a Trapezium and a Polygon
Concept: undefined >> undefined

The adjacent sides of a parallelogram are 21 cm and 28 cm. If it's one diagonal is 35 cm; find the area of the parallelogram.

[5.1] Area of a Trapezium and a Polygon
Chapter: [5.1] Area of a Trapezium and a Polygon
Concept: undefined >> undefined

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`3/5` quintal of wheat costs Rs.210. Find the cost of :
(i) 1 quintal of wheat
(ii) 0.4 quintal of wheat

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

If `2/9` of property costs Rs.2,52,000; find the cost of `4/7` of it.

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

4 men or 6 women earn Rs. 360 in one day. Find, how much will:
(i) a man earn in one day?
(ii) a woman earn in one day?
(iii) 6 men and 4 women earn in one day?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

16 boys went to the canteen to have tea and snacks together. The bill amounted to Rs. 114.40. What will be the contribution of a boy who pays for himself and 5 others?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

50 labourers can dig a pond in 16 days. How many labourers will be required to dig another pond, double in size in 20 days?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

A particular work can be completed by 6 men and 6 women in 24 days; whereas the same work can be completed by 8 men and 12 women in 15 days. Find :
(i) according to the amount of work done, one man is equivalent to how many women.
(ii) the time is taken by 4 men and 6 women to complete the same work.

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

If 12 men and 16 boys can do a piece of work in 5 days and, 13 men and 24 boys can do it in 4 days, how long will 7 men and 10 boys take to do it?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

Eight oranges can be bought for Rs. 10.40. How many more can be bought for Rs.16.90?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

Fifteen men can build a wall in 60 days. How many more men are required to build another wall of the same size in 45 days?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

Six taps can fill an empty cistern in 8 hours. How much more time will be taken, if two taps go out of order? Assume, all the taps supply water at the same rate.

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

If 10 horses consume 18 bushels in 36 days. How long will 24 bushels last for 30 horses?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

A family of 5 persons can be maintained for 20 days with Rs.2,480. Find, how long Rs.6944 maintains a family of 8 persons?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

If 25 horses consume 18 quintal in 36 days, how long will 28 quintal last for 30 horses?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

If 70 men dig 15,000 sq. m of a field in 5 days, how many men will dig 22,500 sq. m field in 25 days?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

A contractor undertakes to build a wall 1000 m long in 50 days. He employs 56 men, but at the end of 27 days, he finds that only 448 m of wall is built. How many extra men must the contractor employ so that the wall is completed in time?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

A group of labourers promises to do a piece of work in 10 days, but five of them become absent. If the remaining labourers complete the work in 12 days, find their original number in the group.

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

Ten men, working for 6 days of 10 hours each, finish `5/21` of a piece of work. How many men working at the same rate and for the same number of hours each day, will be required to complete the remaining work in 8 days?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

One tap can fill a cistern in 3 hours and the waste pipe can empty the full cistern in 5 hours. In what time will the empty cistern be full, if the tap and the waste pipe are kept open together?

[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined
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