= 29 - 9 = 20
⟹ab = 10.
(A + B + C)'s 1 day's work = | 1 | ; |
6 |
(A + B)'s 1 day's work = | 1 | ; |
8 |
(B + C)'s 1 day's work = | 1 | . |
12 |
∴ (A + C)'s 1 day's work |
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So, A and C together will do the work in 8 days.
N owes PW of ? 3146 due 3/2 yr hence
i.e. {3146 x 100} / {100 + (14 x 3/2)} = (3146 x 100) / (100 + 21)
= 314600 / 121
= ? 2600
N owes PW of ? 2889 due 6 months hence
i.e. {2889 x 100}/{100 + (14 x 1/2)} = (2889 x 100)/(100 + 7)
= (2889 x 100)/107 = ? 2700
? N must pay ? (2700 - 2600) i.e. ? 100 to M.
Let one diagonal be k.
Then, other diagonal = (60k/100) = 3k/5 cm
Area of rhombus =(1/2) x k x (3k/5) = (3/10)
= 3/10 (square of longer diagonal)
Hence, area of rhombus is 3/10 times.
Total distance = (200 + 300 + 500) = 1000
Total time = 200/40 + 300/20 + 500/10 = 5 + 15 + 50 = 70 hr
Average speed = Total distance / Total time =1000 / 70 = 14.2857 Km/hr.
Let original rate of rice be ? x per kg
Reduced rate = ? [(100 - 6.25) x (1/100) x W]
= ? 15W/16 per kg
According to the question
120/(15W/16) - 120/W = 1
? (120 x 16)/15W - 120/W = 1
? 120 x 16 - 1800 = 15W
? 128 - 120 = W
? W = ? 8 per kg.
? Reduced rate = ? (15/16) x 8 per kg
=? 7.50 per kg
Given that, PW =? 50000,
TD =? 2000, T = 4 yr and R = ?
According to the formula, (1)
TD = (PW x R x T) / 100
? 2000 = (50000 x R x 4) / 100
? R = (2000 x 100) / (50000 x 4) = 20/20 = 1%
Given :- Face value of each share = $ 20
Market value of a share = $ 25
Number of shares = 12500
? Market value of 12500 shares = Number of shares x Market value of a share
Market value of 12500 shares = $ (25 × 12500) = $ 312500
Thus, the amount required to purchase 12500 shares = $ 312500
Then, Mohan sells these shares at a premium of $ 11 each.
? New market rate per shares = Face value of each share + premium
New market rate per shares = $ (20 + 11) = $ 31
? Selling price of these shares = New market rate per shares x Number of shares
Selling price of these shares = $ (31 × 12500) = $ 387500
? Gain = S.P. - C.P. = $ (387500 - 312500) = $ 75000.
Let the height of A , B, C be y cm, y cm and (y - 2) cm respectively
Then, y + y + (y - 2) = 163 x 40 - 162 x 37
? 3y - 2 = 526
? y = 176 cm
32% of 750 = 750 x (32/100) = 240
From option (a), 23% of 600
= 600 x 23/100 = 138
From option (b), 46 % of 207
= 207 x 46/100 = 95.22
From option (c), 98% of 250
= 250 x 98/100 = 245
From option (d), 75% of 320
= 320 x 75/100 = 240
Hence, from option (d), satisfies equality of the equation.
? 1200/1016 = (100 + R x 5/2) / (100 + R x 7/12)
? 1200 x (100 + R x 7/12) = 1016 x (100 + R x 5/2)
? 3680 x R = 36800
? R = 10%
? Sum due = 1200 + S.I. on Rs. 1200 for 7 months at 10%. = Rs. 1270
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