Do not lose this assessment. Do all your math on your own paper.

a. Solve for 'x': 4(3x - 5) + 7 = 2(6x + 7) b. Translate into an algebraic expression: 12 times the sum of 8 and x n c. Solve for 'n': m = --- if 'm' equals 3 4 d. It cost $15 to register for classes at SCC. The cost per credit is $86. Write a algebraic expression to calculate the cost for taking 'n' credits. e. The average of the first five prime numbers is as follows: (2 + 3 + 5 + 7 + n) / 5 = 5.6 Solve for 'n'. f. Solve for 'x': (1 / 2^-3) + x = 16 g. Simplify: (x^{3}- x^{2}- x + 1) - (x^{3}- x^{2}- x + 1) h. Simplify: 6 - 3(xy + yx - x - y) i. Simplify: 2((1/4)n + (1/8)n) j. Solve for 'n': 5 = n(5^{0}* 5^{-1}) k. Solve for 'n': 10 = (n + 10 * 10 + 100) / (2 * 100 - 100)