[Download PDF] RRB 2011 Patna Paper with Solutions

Instructions

For the following questions answer them individually

Question 141

The simple interest at the rate of 8% on the amount Rs. 20,000 for 3 months is

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Solution

Question 142

If a person draws an interest of 400 on the principal amount of Rs. 4,000 for two years, the percentage of interest is

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Solution

Question 143

If the discount at the rate of 8% comes to Rs. 2,000 for an article, what is its marked price ?

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Solution

Question 144

Selling price of an article was 1273 after allowing 5% discount. Its marked price is

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Solution

Question 145

$$ 5^{5} \div (5^{3} \times 2^{2}) $$ is

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Question 146

$$ 2^{4} \times 3^{4} \times 8^{4} \div (2 \times 3 \times 8)^{3} $$ is

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Question 147

What must be the height of the cylindrical vessel of cross sectional area 100 $$ cm^{2} $$ to contain 50 litres of water ?

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Question 148

The length of a rectangle is twice that of its breadth. If its perimeter is 360 cm, calculate its area.

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Question 149

Cost of an article was Rs. 1,200. If it is sold for Rs. 1,000. Calculate the percentage of loss incurred.

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Question 150

The side of the cube which can be hold 8 litres of water is

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Solution

BANKING Content

RRB 2011 Patna

RRB 2011 Patna

The simple interest at the rate of 8% on the amount Rs. 20,000 for 3 months is

If a person draws an interest of 400 on the principal amount of Rs. 4,000 for two years, the percentage of interest is

If the discount at the rate of 8% comes to Rs. 2,000 for an article, what is its marked price ?

Selling price of an article was 1273 after allowing 5% discount. Its marked price is

$$ 5^{5} \div (5^{3} \times 2^{2}) $$ is

$$ 2^{4} \times 3^{4} \times 8^{4} \div (2 \times 3 \times 8)^{3} $$ is

What must be the height of the cylindrical vessel of cross sectional area 100 $$ cm^{2} $$ to contain 50 litres of water ?

The length of a rectangle is twice that of its breadth. If its perimeter is 360 cm, calculate its area.

Cost of an article was Rs. 1,200. If it is sold for Rs. 1,000. Calculate the percentage of loss incurred.

The side of the cube which can be hold 8 litres of water is

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