dq + r. For each of the following pairs of quotients q and remainderes r, give two examples of divisors d and dividends n such that n = (a) q = 3, r = 1 n, d = n, d = (b) q= 18, r=0 n, d = n, d = (c) q = -5, r = 2 n, d = n, d = For each of the following pairs of divisors d and dividends n, find the quotient q and remainder r such that n = = dq + r. Recall that 0 < r < d. (a) n = 42, d = 9 9 = r = (b) n = 84, d = 12 q= r = (c) n = -27, d = 5 q= r =