[Download PDF] RBI Grade B 25 Aug 2013 Paper with Solutions

Instructions

Read the following bar diagram carefully to answer the questions given below.

Question 121

Which student scored the maximum marks in all the subjects taken together?

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Solution

Question 122

The difference between the average marks obtained by Narendra and Veena is

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Solution

Question 123

If the maximum marks of each subject are 100, what is the approximate percentage of marks got by Ramesh?

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Solution

Question 124

By what percentage, the marks obtained by Amit in science is less that in Maths?

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Solution

Question 125

The ratio of marks obtained by all students in maths and science is respectively

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Solution

Instructions

What value will come in place of the question mark (?) in the following questions.

Question 126

$$7072 \div (16\% of 884) = 30 \times1\frac{1}{2}of(? \div 39)$$

Video Solution

Solution

Question 127

$$(562.5 \times 6)^{6}\div(135 \div 9)^{10}$$ $$\div(37.5 \times 6)^{7}=(3.75 \times 4)^{?-6}$$

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Solution

Question 128

$$1478.4 \div 56 + 66.8 \times 57$$ = $$(? \times 3) + (34 \times 34.5)$$

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Solution

Question 129

$$(13+2\sqrt{5})^{2}=?\times\sqrt{5}+189$$

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Solution

Question 130

$$0.2 \times 1.1 + 0.6 \times 0.009 = ? - 313.06$$

Video Solution

Solution

BANKING Content

RBI Grade B 25 Aug 2013

Which student scored the maximum marks in all the subjects taken together?

The difference between the average marks obtained by Narendra and Veena is

If the maximum marks of each subject are 100, what is the approximate percentage of marks got by Ramesh?

By what percentage, the marks obtained by Amit in science is less that in Maths?

The ratio of marks obtained by all students in maths and science is respectively

$$7072 \div (16\% of 884) = 30 \times1\frac{1}{2}of(? \div 39)$$

$$(562.5 \times 6)^{6}\div(135 \div 9)^{10}$$ $$\div(37.5 \times 6)^{7}=(3.75 \times 4)^{?-6}$$

$$1478.4 \div 56 + 66.8 \times 57$$ = $$(? \times 3) + (34 \times 34.5)$$

$$(13+2\sqrt{5})^{2}=?\times\sqrt{5}+189$$

$$0.2 \times 1.1 + 0.6 \times 0.009 = ? - 313.06$$

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