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ICSE ICSE Class 8 - CISCE Question Bank Solutions

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Fifteen less than 4 times a number is 9. Find the number.

[3.4] Linear Equations in One Variable
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If Megha’s age is increased by three times her age, the result is 60 years. Find her age

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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28 is 12 less than 4 times a number. Find the number.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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Five less than 3 times a number is -20. Find the number.

[3.4] Linear Equations in One Variable
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Fifteen more than 3 times Neetu’s age is the same as 4 times her age. How old is she ?

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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A number decreased by 30 is the same as 14 decreased by 3 times the number; Find the number.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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A’s salary is same as 4 times B’s salary. If together they earn Rs.3,750 a month, find the salary of each.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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Separate 178 into two parts so that the first part is 8 less than twice the second part.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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Six more than one-fourth of a number is two-fifth of the number. Find the number.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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Check whether x and y vary inversely or not.

x 4 3 12 1
y 6 8 2 24
[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
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The length of a rectangle is twice its width. If its perimeter is 54 cm; find its length.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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A rectangle’s length is 5 cm less than twice its width. If the length is decreased by 5 cm and width is increased by 2 cm; the perimeter of the resulting rectangle will be 74 cm. Find the length and width of the origi¬nal rectangle.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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Check whether x and y vary inversely or not.

x 30 120 60 24
y 60 30 30 75
[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
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The sum of three consecutive odd numbers is 57. Find the numbers.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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A man’s age is three times that of his son, and in twelve years he will be twice as old as his son would be. What are their present ages.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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Check whether x and y vary inversely or not.

x 10 30 60 10
y 90 30 20 90
[2.4] Direct and Inverse Variations
Chapter: [2.4] Direct and Inverse Variations
Concept: undefined >> undefined

A man is 42 years old and his son is 12 years old. In how many years will the age of the son be half the age of the man at that time?

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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A man completed a trip of 136 km in 8 hours. Some part of the trip was covered at 15 km/hr and the remaining at 18 km/hr. Find the part of the trip covered at 18 km/hr.

[3.4] Linear Equations in One Variable
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The difference of two numbers is 3 and the difference of their squares is 69. Find the numbers.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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Two consecutive natural numbers are such that one-fourth of the smaller exceeds one-fifth of the greater by 1. Find the numbers.

[3.4] Linear Equations in One Variable
Chapter: [3.4] Linear Equations in One Variable
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