Question
'Anil' and 'vineet' entered into a business with an
investment of Rs.40,000 and Rs.50,000, individually. After 4 months, 'shreya' joined them with an investment of Rs.65,000. If at the end of the year, the difference between profit shares of 'Anil' and 'vineet' is Rs. 450, then what will be the entire yearly profit (in Rs.) earned by them through the business?Solution
The ratio of profit share of 'Anil', 'vineet' and 'shreya' = (40,000 x 12):(50,000 x 12):(65,000 x 8) = 12:15:13 Let the total profit of 'Anil', 'vineet' and 'shreya' be '12x', '15x' and '13x', respectively. Given that, 15x - 12x = 450 x = 150 then, total profit = (12x + 15x + 13x)= 40x putting the value for x= 150; = (40 x 150) = Rs.6,000
128 ÷ 22 × ? = 15% of 300 ÷ 9
√? + √1296 + √729 = 464/4
8(3/4) + 5(1/6) – 4(3/4) = ?
(15 × 16) + 242= ? × 16
22 * 6 + 45% of 90 + 65% of 180 = ?
[(4 √ (7) + √ (7)) × (7 √ (7) + 6 √ (7))] - 87 = ?
...36% of 640 – 12.5% of 352 + 25% of 640 = ? – 48% of 432
(2197)1/3 + (18)2 − 121 = ? − 69 × 5
The value of 15 × 14 – 30 + (32 + 17) is:
Simplify the following expression:
(525 +175) ² - (525 – 175) ² / (525 × 175)
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