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In the problem below, assume that the relationship can be expressed as a linear equation in two variables, and use the given information to determine the equation. Express the equation in slope-intercept form.
A new diet fad claims that a person weighing 160 pounds should consume 1620 daily calories and that a 200 pound person should consume 1800 calories a day. Let "y" represent the calories and the "x" the weight of the person in pounds.
a. y = 2/9x + 908
b. y = 9/2X + 920
c. y = -2/9x + 915
d. y = 9/2x + 900
e. y = 9/2x + 858
Evaluate critical points, end points, local extrema and global extrema - Evaluate f at its critical points and at the endpoints of the given interval. Identify local and global maxima and minima of f in the interval.
A mini license plate for a toy car must consist number followed by two letters. Each letter must must be a C, A or R. Each number must be a 3 or 7 Repetition of letters is permitted. License plate sample space and probability
A new entrance is to be constructed on the Ohio Turnpike. There are 7 bidders on the project. Create a 95 percent prediction interval for the winning bid.
Probability that a player's pick wins the grand prize. In a certain lottery, k balls are chosen at random and without replacement from a bin containing N balls numbered 1 through N
Determine the probability that the cholesterol content will be greater than 220 milligrams.
Find the sample size on normal distribution
Simplify the logarithmic expressions by using logarithmic properties - Simplify the provided logarithmic expressions
Calculate an exponentially smoothed forecast, using an alpha value of .30.
List the coefficient coding for the given contrasts
If three parts are selected at random from the bin, what is the probability that exactly two are defective? I am having trouble understanding the correct equation
Find the predictive value of a positive test.
Application of differential calculus in economics: Profit, Cost and Revenue function - What is the maximum profit if each item is sold for $7? (Assume you sell every thing you produce.)
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