Total weight of (P + Q + R) = {54 $\times$ 3} kg = 162 kg
Total weight of (Q + S + T) = (60 $\times$ 3) kg = 180 kg
Adding both, we get: P + 2Q + S + R + T = (162 + 180) kg = 342 kg
So, to find the average weight of P, Q, R, S & T, we ought to know Q`s weight, which is not given.
The data is inadequate.
Let the present ages of A and B be 3x years and 5x years respectively.
=> 5x - (3x + 4) = 2
=> 2x = 6
=> x = 3.
Therefore, Required sum = 3x + 5x = 8x = 24 years.
Let the new selling price be Rs. x.
According to the question,
=> (100 - loss %) /1000 = (100 + gain %) / x
=> (100 - 5) / 1000 = (100 + 5) / x
=> x = (105 × 1000) / 95 = 105000 / 95
=> x = 1105.26.
Given,
(P + Q)`s 1 day`s work = 1/4,
P`s 1 day`s work = 1/20
Q`s 1 day`s work = (1/4 - 1/20) = (4/20) = (1/5)
Hence, Q alone can complete the work in 5 days.
Part filled by P in 1 hour = 1/10
Part filled by Q in 1 hour = 1/14
Part filled by (P + Q) in 1 hour = (1/10 + 1/14) = (6/35)
Time taken to fill the tank is (35/6) = 5 hours 49 min.
Here the mark obtained by the candidate is 120 and the candidate fails by 78 marks.
Therefore, the passing marks is (120+78) = 198
Let the total marks be x,
55/100 $\times$ x = 198
Hence x = 360
The % change in population of city in two years` time is 1.05 $\times$ 1.05 = 1.1025 = 10.25%.
Therefore, after 2 years the population of the city will be 1.1025 $\times$ 78000 = 85995.
There are in all 11 letters in the word `CORPORATION`.
Since, Repetition is not allowed, there are 8 different letters that can be used to form 3-letter word.
Therefore, total number of words that can be formed = 8P3 = (8 $\times$ 7 $\times$ 6) = 336.
If A invests amount C1 for T1 time and his share of profit is P1, and B invests amount C2 for T2 time and his share of profit is P2, then, C1 $\times$ T1 / C2 $\times$ T2 = P1/P2
If P is the Virus share of profit, then Jay gets (240 - P)
Therefore, 6000 $\times$ 12 / 3000 $\times$ 6 = (240 - P) / P = 72/ 18 = 4
=> 4P = (240 - P).
=> 5P = 240.
=> P = 48.
S = {1, 2, 3, .., 49, 50}
E = {4, 8, 12, 16, 20, 24, 28, 32, 36, 40, 44, 48, 7, 14, 21, 35, 42, 49}
n(S) = 50
n(E) = 18
P(E) = n(E)/n(S) = 18/50= 9/25.
Suppose originally he had X mangoes.
Then, (100 - 30) % of X = 280
70/100 $\times$ X = 280
X = (280 $\times$ 100) / 70 = 400.
Speed upstream =2km/hr., Speed downstream = 6 km/hr.
Speed in still water = (6 + 2)/2 km/hr. = 4 km/hr.
Time taken to cover 5 km in stationary water = (1/4 $\times$ 5) = 1 hr. 15 min.
Oracle Verbal Ability Test
Banking sector reforms in India were introduced in order to improve efficiency in the process of financial inter-mediation. It was expected that banks would take advantage of the changing operational environment and improve their performance. Towards this end, the Reserve Bank of India initiated a host of measures for the creation of a competitive environment. Deregulation of interest rates on both deposit and lending sides imparted freedom to banks to appropriate price their products and services. To compete effectively with non-banking entities, banks were permitted to undertake newer activities like investment banking, securities trading and insurance business. This was facilitated through amendments in the relevant acts which permitted PSBs to raise equity from the market up to threshold limit and also enabling the entry of new private and foreign banks. This changing face of banking led to an erosion of margins on traditional banking business, promoting banks to search for newer activities to augment their freeincomes. At the same time, banks also needed to devote focused attention to operational efficiency in order to contain their transaction costs. Simultaneously with the deregulation measures prudential norms were instituted to strengthen the safety and soundness of the banking system. Recent internal empirical research found that over the period 1992-2003, there has been a discernible improvement in the efficiency of Indian banks. The increasing trend in efficiency has been fairly uniform, irrespective of the ownership pattern. The rate of such improvement has, however, not been sufficiently high. The analysis also reveals that PSBs and private sector banks in India did not differ significantly in terms of their efficiency measures. Foreign banks, on the other hand, recorded higher efficiency as compared with their Indian counterparts.Prudential norms were initiated in the banking sector with a view toReplace ``were`` with ``was``
When two subjects are joined by as well as the verb agrees with the first subject.
Above in the question the first subject is "The Father" which is a singular so we need to use first firm of the verb which is `was` instead of `were`.