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1. Juanita sells two different computer models. For each Model A computer sold she makes $45, and for each Model B computer sold she makes $65. Juanita set a monthly goal of earning at least $4000.
A) Write a linear inequality that describes Juanita's options for making her sales goal.
2. The Candy Shack sells a particular candy in two different size packages. One size sells for $1.25 (each) and the other sells for $1.75 (each).If the store received $65.50 for 42 packages of candy. How many of each size were sold?
When the rate of labor usage is 100 units of labor, output is _______ units. What is the average variable cost and marginal cost.
you have just graduated college and landed your first big job. you have decided to set up your retirement into a roth
Estimate the product of two factors. A student rounded one factor down and left the other factor unchanged. Was the estimate greater or less than the exact product?
Apply the guidelines for Graphing Polynomials to graph
Objective questions
A dart board has regions worth a points and b points, where a and b are positive integers with no common factors. What is the largest point total that cannot be obtained by throwing darts at the board?
Write the polynomial as factors.
Suppose K is a Galois extension of F of degree p^n for some prime p and some n >= 1. Show that there are Galois extensions of F contained in K of degree p and p^(n-1).
A small town that grows exponentially can become a large city in just a few decades. Does not make sense because exponential growth leads to repeated halvings, making the population decrease rapidly.
Simplify the following inequality.
flying into the wind a helicopter takes 15 minutes to travel 15 kilometers. the return flight takes 12 minutes. the
A grain silo in the shape of a right cylinder holds 1000 cubic meters of grain. If the radius of the silo is 5 meters find the height of the silo.
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