Solve the problem.3% of the residents of a city are originally from India. The population of the city is 93,000. How many residents of the city are originally from India?

A. 27,900
B. 310,000
C. 3,100,000
D. 2790


Answer: D

Mathematics

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Solve the problem.By completing the first two months of the amortization schedule for the following fixed rate mortgage, determine the payment on the principal in the second month.Mortgage: $152,800Interest rate: 9.5%Term of loan: 25 yearsAmortization SchedulePayment    Total   Interest     Principal  Balance ofNumber   Payment   Payment  Payment  Principal  1   ______   _____   _____   _____  2   ______   _____   _____   _____You will need the following table of monthly payments:?Monthly Payments to Repay Principal and Interest on a $1000 Mortgage  Term of Mortgage (Years)

A. $150.00 B. $125.34 C. $1208.67 D. $126.33

Mathematics

Simplify the square root., b ? 0

A. b
B. -b
C. b2
D.

Mathematics

For the given pair of functions, find the requested function.f(x) = 4x - 2, g(x) = -7x2 - 9x + 6; (f - g)(x)

A. 7x2 + 13x - 8 B. -7x2 + 13x + 8 C. 7x2 - 5x - 8 D. -7x2 - 5x + 4

Mathematics

Solve the problem.Ultraviolet radiation from the sun is thought to be one factor causing skin cancer. The amount of UV radiation a person receives is a function of the thickness of the earth's ozone layer which depends on the latitude of the area where the person lives. The following data represent the latitudes and melanoma rates for nine randomly selected areas in the United States. The melanoma rates refer to a three-year period.   Graph the data on a scatter diagram treating latitude as the independent variable. Find an equation of the line containing the points -4.0px;" /> and  Express the relationship using function notation. Graph the line on the scatter diagram. Interpret the slope of the line. Use the line to predict the melanoma rate of an area with a latitude of 36.1 degrees north.  

What will be an ideal response?

Mathematics