MATH 100 Midterm: MATH100 Midterm 2 2007Spring

• School: Simon Fraser University
• Department: Mathematics
• Course: MATH 100
• Professor: All

Document Summary

Continue on the back of the previous page if necessary. Page 3: given the polynomial function, (1 mark) what is the degree of, (1 mark) complete the statement: as. ________: (3 marks) given that is a zero of. Page 4: a rational function is defined by: to solve the inequality: . ______________________: (1 mark) give the x-intercepts(s) of, (1 mark) give the equation of the horizontal asymptote for the graph. ________________: (2 marks) use a sign analysis of. Solution: __________________________________________: (3 marks) sketch the graph of lines. Include co-ordinates for at least three points on the graph. Page 5: a) (4 marks) give the exact value of each expression: _____________: (2 marks) solve for x , (2 marks) solve for x : Hint: using transformations to make a rough sketch of the graph of answering the following questions. The graph will not be marked: for the function defined by, (1 mark) give the domain of f in interval notation.