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TLS Online TPP Program
#Question id: 16788
#Section 1: Engineering Mathematics
If 
he arithmetic mean between a " 1 and b, then n is equal to
he arithmetic mean between a " 1 and b, then n is equal to TLS Online TPP Program
#Question id: 16789
#Section 1: Engineering Mathematics
The median of number 50, 48, 47, 48.5, 50.5, 52, 48.8, 46 will be:
TLS Online TPP Program
#Question id: 16790
#Section 1: Engineering Mathematics
For the moderately symmetrical distribution of age of the employees, mean = 20 and mode = 25. The approximate value of the median is:
TLS Online TPP Program
#Question id: 16791
#Section 1: Engineering Mathematics
The mode of a distribution is 24 and the mean is 60. What is its median?
TLS Online TPP Program
#Question id: 16820
#General Aptitude
What would the 3D shape look like from above?
TLS Online TPP Program
#Question id: 16821
#Section 1: Engineering Mathematics
Y''-6Y'+ 25Y = 0
y(0) = 2, y' (0) = -1 find the limit as t