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FINAL EXAM REVIEW. June 16, 2014. Problem #1. If x = ¼ and y = –½ , evaluate. None of the above. CORRECT! CLICK ON THE ARROW TO GO TO THE NEXT PROBLEM. INCORRECT! CLICK ON THE ARROW TO GO BACK TO THE PROBLEM. Problem #2. Simplify:. 0. None of the above.
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FINAL EXAM REVIEW June 16, 2014
Problem #1 If x = ¼ and y = –½ , evaluate . None of the above.
Problem #2 Simplify: 0 None of the above.
Problem #3 Find all values of x that make the statement 48x3 = 12x true. None of the above.
Problem #4 The reciprocal of the opposite of 4 is… 4 None of the above.
Problem #5 Write the equation in standard form of a line whose x–intercept is 5 and whose y–intercept is –7 . None of the above.
Problem #6 Write the equation of a line perpendicular to the y–axis that goes through the point (6, 7). None of the above.
Problem #7 Write the equation in standard form that is parallel to the line y = ½x + 7 and goes through the origin. y = ½ x x + 2y = 0 x – 2y = 0 None of the above.
Problem #8 Write the equation in slope–intercept form that is perpendicular to the line y = –¼ x –2 and has an x – intercept of 2. y = 4x – 8 y = 4x + 8 4x – y = 8 None of the above.
Problem #9 What is the slope of the line 8y = – 3? m = 8 m = 0 m = – 3/8 None of the above.
Problem #10 How many solutions does the following system have? one two infinite None of the above.
Problem #11 Solve: x = x = 7 x = None of the above.
Problem #12 Describe the graph of the following system. Same line Perpendicular lines Intersecting lines None of the above.
Problem #13 If f(x) = 3x2 – 5 and g(x) = x – 1… find f[g(x)]. None of the above.
Problem #14 What kinds of lines would you use to graph the following system of inequalities? Two dotted lines. One dotted line and one solid line. Two solid lines. None of the above.
Problem #15 Describe the graph of the following system: Consistent/Dependent Inconsistent Consistent/Independent None of the above.
Problem #16 State the slope and the vertex of the absolute value function m = ½ vertex = (3, –7) m = ½ vertex = (–7, 3) m = ½ vertex = (–3, –7) None of the above.
Problem #17 Solve: None of the above.