Question
Aβ and βBβ together can complete a work in 25 days
while βAβ takes 30 days to complete the same work alone. If βCβ is 20% more efficient than βBβ, then find the time taken by βCβ alone to complete the whole work.Solution
Let the total work = 150 units Efficiency of (A + B) = 150/25 = 6 units/day Efficiency of βAβ = 150/30 = 5 unit/day Therefore, efficiency of βBβ = 6 β 5 = 1 units/day Efficiency of βCβ = 1.2 Γ 1 = 1.20 units/day Required time taken = 150/1.20 = 125 days
?% of 1200.22 + 319.82 = 3.99 Γ 295.64
?% of (140.31 Γ· 19.97 Γ 80.011) = 139.98
30.05% of 149.97 + ? X 8.88 = (39.95 + 12.012 - 13.0322)2Β
41.97 Γ 5.12 Γ· 2.99 + 49.89 = ?Γ 1.99
(8000)1/3 Β Γ 10.11 Γ 8.97 Γ· 18.32 = ?Β + 25.022
?% of 309.99 = 40.01% of 249.99 + 295.98% of 49.99
(? + 11.86) X 14.89 = 19.89% of 2399.89
Find the approximate value of Question mark(?). There is no requirement to find the exact value.
? = 499.87 β 24.95 Γ 14.04 + (20.15)Β²
(32.25 Γ 14.98) + 31.76% of 1499.89 = ? Γ 3.67