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There are $560 available to build a fence around a rectangular garden. One side must be reinforced and will cost $10 per foot. The other three sides can be built for $4 per foot. Find the dimensions of the largest possible garden which can be built under these constraints.
Formulate the above as linear programming problem. Solve (a) by graphical method. Solve using simplex method.
Given the linear equation, find the y-coordinates of the points (-9, ), (0, ), and (9, ). Please show all of your work. Plot those points and graph the linear equation.
The expression 200 - 16t2 models the height in feet of an object that falls from an initial height of 200 feet t seconds after being dropped. Find the height of the object after 0.75 seconds.
A study of freeway flow at a particular site has resulted in a flow-density relationship.
What is the largest domain over which this function is defined? For this domain, what is the corresponding range of the function?
Henry received a 6% raise. If his old monthly salary was $2,250, what is his monthly salary now? (Hint: Find the amount of the raise. The add the raise to the previous monthly salary.)
show that the fourier transform of the complex exponential signal e^(+jwt) is one peak in the positive spectrum at the angular frequency w use the inverse FT formula.
Carol and David decide to play a game as follows: Carol draws and keeps a card from a shuffled pack number 1 to 6.
Probability based on normal distribution.
Finding the accumulated value of compound interest.
Each square n*n region of an image yields a vector of length n^2 such that the components of the vector are the grey levels of the pixels in the square.
Does this suggest there is a linear relation between attendance and achievement score? Write a sentence that explains what this result might mean.
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