The temperature in degrees Fahrenheit is a function of the temperature in degrees Celsius (x). The following function can be used to find the temperature in Fahrenheit if we are given the temperature in Celsius.f(x)=95 x+32Which of the following is the correct interpretation of the slope of this linear equation?Group of answer choicesThe temperature increases by 5 degrees Fahrenheit for an increase of 9 degrees Celsius.The temperature in Celsius is 32 degrees more than the temperature in Fahrenheit.The temperature increases by 9 degrees Fahrenheit for an increase of 5 degrees Celsius.The temperature in Fahrenheit is 9/5 of the temperature in Celsius.If the temperature in Celsius is 0 degree, the temperature in Fahrenheit is 32 degree

The temperature in degrees Fahrenheit is a function of the temperature in degrees Celsius (x). The following function can be used to find the temperature in Fahrenheit if we are given the temperature in Celsius:f(x)=95 x+32If it is 14 degrees Celsius, what is the temperature in degrees Fahrenheit? (Round to the nearest whole degree)Group of answer choices4057532732

Some scientists believe that the average surface temperature of the world has been rising steadily. They have modeled the temperature by the linear function T = 0.02t + 8.25, where T is temperature in °C and t represents years since 1900.(a) What do the slope and T-intercept represent?The slope is , which means that the average surface temperature of the planet is at a rate of °C per year. The T-intercept is , which presents the average surface temperature in the year .(b) Use the equation to predict the average global surface temperature in 2040. °C

Zendaya has a part-time job at an ice skating rink selling hot cocoa. She decided to plot the number of hot cocoas she sold relative to the day's high temperature and then draw the line of best fit. What does the slope of the line represent?5101520253035404550304050607080901001101200xy0Hot Cocoas SoldHigh Temperature (Degrees Fahrenheit)AnswerMultiple Choice AnswersA prediction of number of hot cocoas sold when the temperature is 1degrees ∘ F.The rate of change in the expected number of hot cocoas over the day's high temperature.The rate of change in the day's high temperature for every additional hot cocoa sold.A prediction of the temperature when 1 hot cocoa is sold.

Suppose you are the owner of a dairy company that produces milk powder. There is a fixed cost 6.4 thousand dollars every month and variable cost 9.41 thousand dollars per ton of milk powder. Write down the monthly total cost function (dollars in thousands) in the quantity of production Q (in tonnes). What is the slope of this linear function? Question 2 Answer a. none of the others b. -0.68 c. 6.4 d. 8.10 e. 9.41

ProblemSolve the formula for temperature for C𝐶 (degrees Celcius). F=95C+32𝐹=95𝐶+32