Write the first four terms of the arithmetic sequence with a[1] = -6 and d = 4. The formula for an arithmetic sequence is : a(n) = a+ d(n-1) where a is the value of a(1)/first term and d is the common difference In our case, it is a(n) = -6 + 4(n-1) a(n) = -6 + 4(n-1) a(1) = -6 a(2) = -6 + 4(1) = -2 a(3) = -6 + 4(2) = 2 a(4) = -6 + 4(4) = 10