Need help asap!!! I will give gold medal question is posted down below:
I don't know where to even begin?
How many different problems is the text above?
Oh hold on a few minutes
It looks to me like this part is one complete problem: "In your quilt shop, you make and sell quilts. You like to have a total of 26 yards of royal blue fabric in stock at the beginning of each month. Today your inventory includes 4 pieces of this fabric that are each 22.5 inches long and 3 pieces that are each 33 inches long. You must purchase this fabric in 3 yard long pieces. To replenish your stock, how many pieces do you need to buy?"
In this problem you are dealing with inches and yards. We need to convert from inches to yards and from yards to inches. Do you know the conversion factor from yards to inches?
@mathstudent55 I will tag you when i fix the problem. Right now my computer is slow and freezing.
As a recreation programmer, you plan to employ 7 seasonal employees based on the information in the table shown. Employee status Hourly pay rate Number of employees new $9.00 3 2nd summer $9.25 2 3rd summer $9.75 2 Your summer staffing budget of $20,000 must cover all the seasonal staff’s salaries and related taxes, which are equal to 7.65% of the employee’s salary. The budget plan is based on each employee working the same number of hours. What is the maximum number of hours each employee can work without exceeding the budget?
@mathstudent55 here it is corrected.
\[(expenditure for 1 hour) \times x = 20000\] solve for x, and round it down to the nearest integer
You have 3 employees at $9.00/hour 2 employees at $9.25/hour 2 employees at $9.75/hour The total hourly salary (before taxes) you need to pay is: 3 * $9 + 2 * $9.25 + 2 * $9.75 Since tax is 7.65% of the salary, you must include that in your total. The salary is 100% of the salary. The taxes are 7.65% of the salary. The salary plus taxes is 100% + 7.65% of the salary. 100% + 7.65% = 107.65% = 1.0765 That means the total hourly salary including taxes is: 1.0765(3 * $9 + 2 * $9.25 + 2 * $9.75) Calculate the expression above and plug it in @baru 's equation above. Use x as the total number of hours, and solve for x.
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