Describe the situation with a linear inequality and then solve the inequality.A standard train ticket in a certain city costs 
per ride. People who use the train also have the option of purchasing a frequent rider pass for 
each month. With the pass, a ticket costs only
per ride. Use an inequality to determine the number of train rides in a month for which purchasing the monthly pass is more economical than purchasing the standard train ticket.
A. 22 or more times
B. 23 or more times
C. 24 or more times
D. 25 or more times
Answer: C
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Solve the problem.Suppose that f and g are continuous and that 
and 
A. 4 B. -10 C. 10 D. -4
Determine whether the triangles are congruent. If they are congruent, state why.
A. congruent; SAS B. congruent; ASA C. congruent; SSS D. not congruent
Determine whether f is a linear function. If f is linear, give the values for m and b so that f may be expressed as 
.f(x) = 
A. Linear; m = 8, b = 0
B. Nonlinear
C. Linear; m = 
, b = 0
D. Linear; m = 0, b = 
Provide an appropriate response.Determine whether the given conditions are sufficient to prove that ?GHI ? ?STU. Justify your answer. ?U ? ?I, 
? 
, 
? 
A. Yes; CPCTC B. Yes; SSS C. Yes; SAS D. Conditions are insufficient.