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1. Hillary Morgan is an associate professor of economics at Hillsboro Sate University. Hillary is paid an annual salary of $48,300. What is her monthly salary?
2. Dr. Reed Walker teachers at Tyler Community College and receives an annual salary of $52,800. Dr. Walker prefers to have his salary paid over nine months. What is his monthly salary?
Gene Jordan receives a salary of $440 per week plus 18% commission on all net sales over $2,800. Gene's total sales last week were $5,500. Returned sales were $1,250.
3. What were Gene's gross earnings for the week?
4. What would Gene's gross earnings have been if there were no returned sales?
5. Dimetria Farnsworth has been making $395 per week plus a 20% commission on all sales over $2,500. Dimetria received a $25 a week raise in her salary. Her commission rate and amount stayed the same. Her total sales this week were $3,800. She also had $430 in returned sales. What were Dimetria's gross earnings for the week?
question a recipe that makes 6 servings calls for 13 cup of orange juice and 12 cup of lemonade. arlene modifies the
what is the least and greatest possible legnth of each side ?
A colony of bacteria is grown under ideal conditions in a laboratory so that the population increases exponentially with time. At the end of 3 hours there are 7000 bacteria. At the end of 5 hours there are 28000 bacteria. How many bacteria were pr..
A college student eats all his meals at a restaurant offering nine breakfast specials, three lunch specials, and four dinner specials. How many days can he go without repeating an entire day's menu selection?
Find the directrix, focus and roots of the parabola from the given data and sketching the graph of given equation
June finishes her math homework 90% of the time.If she has homework for each school day for four full school weeks, how many days will she turn in her homework?
Find equations of both lines through the point (2, -3) that are tangent to the parabola y = x2 + x.
Create an expression for your classmates to solve that uses scientific notation and at least one of the rules for exponents you have described
Show that among n+1 positive integers not exceeding 2n there must be an integer that divides one of the other integers by using pigeon hole principle.
Give the definitions of perfect concordance condition Hypothesis of weak contagion Single-peaked function and Mechanism of proportional allocation Dictator.
Solve for k such that the system has infinitely many solutions
If p denotes the selling price (in dollars) of a commodity and x is the corresponding demand (in number sold per day), then the relationship between p and x is sometimes given by p = p0e(-ax), where p0 and a are positive constants.
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