Question : P's income is 250 percent of Q's income and P's expenditure is 180 percent of Q's expenditure. If P's income is 400 percent of Q's expenditure, then what is the respective ratio of P's savings and Q's savings?

Option 1: 11 : 5

Option 2: 5 : 2

Option 3: 11 : 3

Option 4: 8 : 3

Question : P's income is 150% of Q's income and P's expenditure is 60% of Q's expenditure. If Q saves 20% of his income, then how much percentage does P save of his own income?

Option 1: 68%

Option 2: 60%

Option 3: 72%

Option 4: 75%

Question : An amount of Rs.12,029 is divided among P, Q, and R such that P's share is 5 times Q's share and R's share is one-third of P's share. what is the share of R?

Option 1: Rs. 2,718

Option 2: Rs. 2,312

Option 3: Rs. 2,615

Option 4: Rs. 2,518

Question : If $\sin \theta+\tan \theta=\mathrm{p}$ and $\tan \theta-\sin \theta=\mathrm{q}$, then which of the relation satisfies for given values of $\mathrm{p}$ and $\mathrm{q}$?

Option 1: $\mathrm{p}^2-\mathrm{q}^2=4 \sqrt{\mathrm{pq}}$

Option 2: $\mathrm{p}^2-\mathrm{q}^2=8 \sqrt{\mathrm{pq}}$

Option 3: $\mathrm{p}^2+\mathrm{q}^2=4 \sqrt{\mathrm{pq}}$

Option 4: $\mathrm{p}^2+\mathrm{q}^2=4 \mathrm{pq}$

Question : Directions: There are five friends I, J, K, L, and M. K's income is more than L's income but less than M's income. J's income is the least. I's income is less than K's income. Whose income is the maximum?

Option 1: L

Option 2: I

Option 3: K

Option 4: M