Find the value of x for which the value of 16Cx is maximum for any natural number x.
Soln: Maximum value of 16Cx occurs when x = 162 = 8.
Hence option (d)
Find the maximum value of 16Cx for any natural number x.
Find the value of x in the equation 2x+4=18
The value of p for which the points (–1, 3), (2, p), (5, –1) are collinear is
If 5454842R is divisible by 10, find the value of R.