The function g is defined as: g:x→ a/x + b where a and b are constants. If g(-2)=1 and g(3)=6 Find the values of a and b.
The function g is defined as: g:x→ a/x + b where a and b are constants. If g(-2)=1 and g(3)=6 Find the values of a and b.
Find a function whose graph intersects the graph of f(x)= cos(x) in exactly three places.
f(x)=³√x+3 Find f(-30) Find f(-128) Find f(5) find f(61) Show ALL work
Which function rule is represented by the table(the table is below) B)y=x+6 C)y=2x+3 D)y=4x+1 I think It's c. Am I correct X|Y 0|3 1|5 2|7 3|9...
Find the input value
Consider the function f(x)=(2x*x)- 4x+9.
The admission rates at an amusement park are as follows. Children 5 years old and under: free Children between 5 years and 12 years, inclusive: $10.00 ...
Inverse of f(x)= {[(x^3)+1]}^1/2
y= 4x^3 + 4x^2 - 7x +2 find all the real zeros. I dont know how to factor this fraction. I saw the Ac factoring thing but I didnt understand it. May someone explain to me please...
If f(x)=4x-1 and g(x)=5x, what is (fog)(7)?
A dvd store charges $4.70 for each day, d, a dvd is rented. The store also gives you a dollar off if the dvd is returned before 5 days. a. write a rule to represent the rental charges C b...
f(x)=1/x^2 In utilizing the difference quotient to solve this problem, how would I solve it? Please list in steps as well. Thank you in advance.
a. Input: Name of a u.s. President. Output Date of birth of that president. b. Input: Address of a house. Output: Name of a person who lives in the house. c. Input: A positive integer. Output:...
Consider the function g(x)=3
Grinnell Glacier National Park in the US covered about 142 acres in 2007 and was shrinking at a rate of about 4.4% per year. (a) Write a formula for the size, S, of the Grinnell Glacier,...
f(x)= -3x-2 x less than 4 3/4x-1 x greater than or equal to 4 I have figured out the domain is (-infinity,infinity). I am really struggling on...
The full question: The function ƒ is defined by ƒ(x) = 2x2 + 5x - c, where c is a constant. In the xy-plane, the graph of ƒ intersects the x-axis at the points (1/2, 0) and (-3,0). What is...
1. What is the difference between a sequence and a series? What is the difference between a geometric and an arithmetic sequence? 2. Please provide a real-world situation in which it would be...
If f and g continuous function on [a,b] then (upper: b, lower a)∫f(x)g(x)dx=[(upper: b, lower a)∫f(x)dx]*[(upper: b, lower a)∫g(x)dx].
Let f: X→X such that f(f(x)) = x for all x∈X. then 1) f is one to one and onto 2) f is one to one but not onto 3)f is onto but not one to one 4) f need not be either...