Question
If a person walks 25% more than of his usual speed,
reaches his distance 90 minutes before. If the destination is 420 km away, then the usual speed of a person is (in km/hr)?Solution
Let the usual speed be x km/hr New speed = 125% of x = 5x/4 km/hr Distance = 420 km According to the question 420/x – 420/(5x/4) = 90/60 420 x [(5 – 4)/5x] = 3/2 Therefore, x = 420 x (1/5) x (2/3) = 56 km/hr
For the cumulative distribution function

the upper quartile point is
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Fundamental principles of design of experiment are
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(II) Replication
(III) Local control
Which option is correct?
The mean and median of the distribution is 12 and 15. Then the mode equals to:
