Provide an appropriate response.Simplify and express your answer in terms of positive exponents: 
What will be an ideal response?
2q
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Determine when the Hamilton method gives an Alabama paradox on increasing committee size and who loses a seat.City A, City B, and City C are cooperating to build a community center catering to the three cities. Seats on the 11-member committee are assigned according to the populations of the cities. The population of City A is 5000, City B is 11,250, and City C is 15,500. Increase the committee's size by one seat at a time and reassign the seats.
A. Assignment of 15th seat; City C B. Assignment of 14th seat; City A C. Assignment of 16th seat; City B D. Assignment of 16th seat; City A
Find the exact value of the expression without using a calculator.sin 
cos 
- cos 
sin 
A. 1
B. 
C. 
D. 
Graph the exponential function.f(x) = ex
A. 
B. 
C. 
D. 
Provide an appropriate response.Verify that the following data points give constant second differences. Does this guarantee that the points fit exactly on a quadratic function? Why or why not?
What will be an ideal response?