Question
The income of P is 2/5th of the income of Q
and income of R is 60% more than the income of Q. Income of Q is Rs.15000 and expenditure of P is 20% of the expenditure of R. If R saves 25% of his income, then find the savings of P.Solution
Income of Q = Rs.15000 Income of P = 2/5 Γ 15000 = Rs.6000 Income of R = (160/100) Γ 15000 = Rs.24000 Savings of R = 24000 Γ (25/100) = Rs.6000 Expenditure of R = 24000 - 6000 = Rs.18000 Expenditure of P = (20/100) Γ 18000 = Rs.3600 Savings of P = 6000 - 3600 = Rs.2400
(25 Γ 12 + 30 Γ 8 β 22 Γ 10) = ?
560 ÷ 14 × 3 – 25 = ?
[(4 √ (7) + √ (7)) × (7 √ (7) + 6 √ (7))] - 87 = ?
...What will be the value of the following expression?
0.04 Γ·0.002 Γ 0.05 Γ 50
- What will come in place of (?) in the given expression.
(β of 450) β (β of 300) = ? (12 Γ 48 Γ· 6) Γ· 2 + ? = 106
16 Γ 35 + 119 + 23 Γ 17 = ? + 370
{(8Γ 8 + 3 Γ 39) - 620 Γ· 20} = ?
25639 – 5252 – 3232 = ?
- Determine the simplified value of the given expression.
(-6) Γ {21 β (β3) Γ (β6)}