Suppose f and g be real functions continuous at a real number c.then ,f-g is continuous at x = c, f.g is continuous at x= c and (f/ g)
Suppose f and g be real functions continuous at a real number c.then ,f-g is continuous at x = c, f.g is continuous at x= c and (f/ g) is continuous at x= c
Find all pairs of consecutive odd positive integers both of which are smaller than 18,such that their sum is more than 20