Solve the problem.The linear equation y = 229x + 6320 provides an approximation of the annual cost (in dollars) to rent an apartment at the Leisure Village Retirement Community, where x = 1 represents 2011, x = 2 represents 2012, and so on. Write an equation that yields the same y-values when the exact year number is entered.
A. y = 229(x - 2011) + 6320
B. y = 229(x - 2010) + 6320
C. y = 229(2011 - x) + 6320
D. y = 229(2010 - x) + 6320
Answer: B
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Solve the given applied problems involving variation.The force needed to keep a car from skidding on a curve varies jointly as the weight of the car and the square of its speed, and inversely as the radius of the curve. If a force of src="https://sciemce.com/media/4/ppg__text0424191335__f1q14g4.jpg" alt="" style="vertical-align: -4.0px;" /> at 
is needed to keep a 
car traveling at 20 mph from skidding on a curve of radius 
what force would be required to keep the same car from skidding on a curve of radius 
Round your answer to the nearest pound of force.
A. 33,549 pounds
B. 34,087 pounds
C. 33,517 pounds
D. 33,385 pounds
Provide an appropriate response.Find and interpret the slope of the line containing the points 
and 
A. m = 
; For every 8 units of increase in x, y will increase by 5 units. For every 8 units of decrease in x, y will decrease by 5 units.
B. m = 
; For every 5 units of increase in x, y will increase by 8 units. For every 5 units of decrease in x, y will decrease by 8 units.
C. m = - 
; For every 5 units of increase in x, y will decrease by 8 units. For every 5 units of decrease in x, y will increase by 8 units.
D. m = - 
; For every 8 units of increase in x, y will decrease by 5 units. For every 8 units of decrease in x, y will increase by 5 units.
Find the mean and standard deviation of the specified probability density function.f(x) = 
for [6, 13]
A. ? = 3.45, ? = 2.02 B. ? = 9.50, ? = 2.02 C. ? = 9.50, ? = 1.73 D. ? = 3.50, ? = 2.02
Identify the equation as either an identity or not.tan 
= -cot A
A. Not an identity B. Identity