Question
Train βLβ is travelling with a speed of 90 km/hr
and crosses a vertical pole in 4 seconds. Train βKβ is 60 metres longer than βLβ and travelling with a speed 1/5th less than that of train 'L'. In how much time train K can cross a 180 metres long platform?Solution
Speed of train βLβ = 90 Γ (5/18) = 25 m/sec Length of train βLβ = 25 Γ 4 = 100 metres Therefore, speed of train βKβ = (4/5) Γ 25 = 20 m/sec Length of train βKβ = 100 + 60 = 160 metres Required time taken = (160 + 180)/20 = 340/20 = 17 seconds
Which theorem intends to show that the change in commodity prices changes the distribution of real incomes between capital and labor?
When a firm operates with excess capacity
Which of the following is a key function of a 'Clearing Corporation' in the securities market?
The standard deviation of a binomial distribution with parameter n=18 and p=2/3 is
A spot purchase of a currency coupled with simultaneous forward sale of the same currency is called:
An employee has a basic pay of Rs. 12000 and a D.A. of 12% in 1997. If the employee should get a 5% rise in real income each year, what should be the DA...
Of 10 computer chips, 4 are defective. What is the probability of selecting 3 without replacement, only one of which is defective?
Park Test is used for which of the following?
Consider the following set of data:
{23.32 32.33 32.88 28.98 33.16 26.33 29.88 32.69 18.98 21.23 26.66 29.89}
In a bivariate regression equation of Y on X consisting of 20 observations, the explained and unexplained variations are 40 and 60 respectively. Calcula...