Write a function that models the distance D from a point on the line y = 9 x - 2 to the point (0,0) (as a function of x).
The point on the line that is closest to (0, 0) is
( , ) (numerical answers)
The general equation for the straight line is y = mx+c
Where m = slope of the straight line, c = y-intercept
Compare the general equation with the given equation
So,m = 9 and c = -2
Since we need the model from distance D from a point from the line y = 9x – 2 and passing from the point (0,0).
Solutions are written by subject experts who are available 24/7. Questions are typically answered within 1 hour.*See Solution
Q: I need to integrate x^4/(x^2-1). I know that the first step is to rewrite, but how do I go about re...
Q: Calculus Question
A: Since both the variables are a function of t, we differentiate the expression with respect to t.
Q: I need help figuring this out.
A: Find out composition of functions
Q: Find the interval(s) where the function is increasing and the interval(s) where it is decreasing. g(...
A: Consider the given function,First find the derivative of the given function,
Q: A publishing company estimates that when a new book by a best-selling author is introduced, its sale...
A: (c)Find how many copies of the book will be sold the end of 52 weeks:
Q: see attachment
A: We need to simplify the given expression
Q: using L'Hospitals Rule, what is limx->(pi/4)+ 4sec(2x) - 4Tan(2x)
A: The given expression is:
Q: = 4, fi(5) = -1, g(5) 2, and g (5) 25. If f(5) 2f(a) 3g(x) 3, find hi(5) if h(a) =
A: Differentiate the given function on both the sides with respect to x to get an expression for h’(x);
Q: 17. Rewrite in equivalent logarithmic form: b. 6 36 c. 1/8 2-3 a. 64 43
A: a). Given