[Download PDF] SBI PO 2005 Paper with Solutions

Instructions

Study the following table to answer these questions:
Break up of expenditure under various plans (in Rs.Millions)

Question 91

If one of the following graphs were to represent the spending on water supply and sanitation in various plans, which of the following graphs will suit the best?

Video Solution

Solution

Question 92

The expenditure on social services was highest in which plan ?

Video Solution

Solution

Question 93

In which sector can a continuous decrease in the expenditure (over the plans- from I to IV) can be witnessed?

Video Solution

Solution

Question 94

For plan Vl, what is the ratio of expenditure on health to that of family planning?

Video Solution

Solution

Question 95

For all the given plans, what was the total difference in expenditure on education and health ?

Video Solution

Solution

Instructions

In each question, two equations I and II have been given. You have to solve these equations and give the appropriate answer

Question 96

I. $$p^2+13p+40=0$$
II. $$q^2+7q+12=0$$

Video Solution

Solution

Question 97

I. $$p=(-10)^2$$
II. $$q^2+q-9900=0$$

Video Solution

Solution

Question 98

I. $$p^2-5p+6=0$$
II. $$q^2-4q+3=0$$

Video Solution

Solution

Question 99

I. $$p^2=100$$
II. $$q=10$$

Video Solution

Solution

Question 100

I. $$p=\pm100$$
II. $$q=(10000)^\frac{1}{2}$$

Video Solution

Solution

BANKING Content

SBI PO 2005

If one of the following graphs were to represent the spending on water supply and sanitation in various plans, which of the following graphs will suit the best?

The expenditure on social services was highest in which plan ?

In which sector can a continuous decrease in the expenditure (over the plans- from I to IV) can be witnessed?

For plan Vl, what is the ratio of expenditure on health to that of family planning?

For all the given plans, what was the total difference in expenditure on education and health ?

I. $$p^2+13p+40=0$$II. $$q^2+7q+12=0$$

I. $$p=(-10)^2$$II. $$q^2+q-9900=0$$

I. $$p^2-5p+6=0$$II. $$q^2-4q+3=0$$

I. $$p^2=100$$II. $$q=10$$

I. $$p=\pm100$$ II. $$q=(10000)^\frac{1}{2}$$

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I. $$p^2+13p+40=0$$
II. $$q^2+7q+12=0$$

I. $$p=(-10)^2$$
II. $$q^2+q-9900=0$$

I. $$p^2-5p+6=0$$
II. $$q^2-4q+3=0$$

I. $$p^2=100$$
II. $$q=10$$

I. $$p=\pm100$$
II. $$q=(10000)^\frac{1}{2}$$