100 100 200 200 300 300 500 400 800 800 800 800 1000 X. y 63,020 79,810 20,050 21,460 10,590 12,740 17,150 2,780 1,620 310 440 480 510 120 Function family: Equation: r = which means r2 = which means

Q: We have seen that temperature in Fahrenheit is a function of temperature in Celsius. Is it also true…

A: It is given that Farenheit is a function of temperature in Celcius.And the temperature in Celsius…

Q: GIVE 2 EXAMPLES OF RELATIONSHIPS THAT IS NOT FUNCTIONS , BECAUSE DIFFERENT REASONS AND EXPLAIN THE…

A: 2 examples are :1. y= ±x and2. x2 + y2 = 9Reason : there is atleast one x - value with two or more y…

Q: Apply the definition of the difference quotient to the function Blue and help Steven evaluate it

A: We have given  Blue(s) = 5s2+1 Replace s by s+h Blue(s+h) =5s+h2+1 Blues+h=5s2+2sh+h2+1 Blue(s+h)…

Q: Describe the relationship of input and output values for composite functions

A: Use the definition of composition of two functions.

Q: { (-1, -5), (8, 8), (7, 7), (7, -7), (-2, 6) } Domain: Range: Function? : ________

A:

Q: What would the revenue function be

A: As we see Demand function Dx=-0.095x+4.545