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Test: Linear Equations in One Variable - 2 - Question 1

The sum of three consecutive number is 126. Find the highest number?

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Test: Linear Equations in One Variable - 2 - Question 2

In a group of 100 students, every student study 8 subjects and every subject is studied by 10 students. The number of subjects is:

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Test: Linear Equations in One Variable - 2 - Question 3

Find the 13/16 worth of land whose 9/7 worth be Rs. 10116.

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Test: Linear Equations in One Variable - 2 - Question 4

A total of 324 notes comprising of Rs. 20 and Rs. 50 denominations make a sum of Rs. 12450. The number of Rs. 20 notes is

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Test: Linear Equations in One Variable - 2 - Question 5

If 1/3^{rd} of the first of the three consecutive odd numbers is 2 more than 1/5^{th} of the third number, then the second number is?

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Test: Linear Equations in One Variable - 2 - Question 6

If y^{2} = y + 7, then what is the value of y^{3}?

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Test: Linear Equations in One Variable - 2 - Question 7

Jane won a lottery and gets 1/3^{rd} of the winning amount and donates Rs. 6000 which is 1/6^{th } of amount he got, find how much the lottery was worth.

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Test: Linear Equations in One Variable - 2 - Question 8

Rajeev was to earn Rs. 500 and a free holiday for seven weeks’ work. He worked for only 5 weeks and earned Rs. 50 and a free holiday. What was the value of the holiday?

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Test: Linear Equations in One Variable - 2 - Question 9

If 80% of my age 6 years ago is the same as 60% of my age after 10 years. What is the product of digits of my present age?

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Test: Linear Equations in One Variable - 2 - Question 10

Find the product of two consecutive numbers where four times the first number is 10 more than thrice the second number.

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Test: Linear Equations in One Variable - 2 - Question 13

A woman had only 50 paisa and 1 rupee coins in her purse. The total number of coins were 120 and the total amount was Rs.100. So the number of 1 rupee coins are_______.

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Test: Linear Equations in One Variable - 2 - Question 15

A is 5 years older than B and 10 years younger than C. If the sum of ages of A, B and C together after 5 years is 80 years. Find the present age of B.

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