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Question 293503: For each equation, state the x-intercept and y-intercept. Then graph the equation using the intercepts and a third point.
Helen's Health Foods usually sells 400 cans of ProPac Punch per week when the price is $5 per can. After experimenting with prices for some time. Helen has determined that the weekly demand can be found by using the equation d=600-40p, where d is te number of cans and p is the price per can.
a)Will Helen sell more or less Muscle Punch if she raises her price from $5?
b)What happens to her sales every time she raises her price by $1?
c)Graph the equation.
d)What is the maximum price that she can charge and still sell at least one can?
Can you please help me with this problem? thank you
Click here to see answer by Theo(13342)  |
Question 294141: Dan receives $375 per week for selling new and brand new and used cars at a car dealership in oak lawn, illinois. In addition, he receives 5% of the profit on any sales that he generates. Write a linear equation that relates Dan's weekly salary S when he has sales that generate profit of x dollars.
Click here to see answer by mananth(16946)  |
Question 295269: Determine which, if any, of the three statements are equivalent.
I) If there is no food left on the table, then we have had dinner.
II) If we have had dinner, then there is no food left on the table.
III) If there is food left on the table, then we have not had dinner.
I, II, and III are equivalent
I and II are equivalent
II and III are equivalent
I and III are equivalent
None are equivalent
Click here to see answer by richwmiller(17219)  |
Question 295850: Form the inverse: If I eat a lot of sweets, then I will not feel well.
If I do not feel well, then I ate a lot of sweets.
If I do not eat a lot of sweets, then I will feel well.
If I feel well, then I did not eat a lot of sweets.
If I do not feel well, then I did not eat a lot of sweets.
If I feel well, then I did not eat a lot of sweets.
Click here to see answer by alicealc(293) |
Question 295850: Form the inverse: If I eat a lot of sweets, then I will not feel well.
If I do not feel well, then I ate a lot of sweets.
If I do not eat a lot of sweets, then I will feel well.
If I feel well, then I did not eat a lot of sweets.
If I do not feel well, then I did not eat a lot of sweets.
If I feel well, then I did not eat a lot of sweets.
Click here to see answer by richwmiller(17219)  |
Question 295859: Determine which, if any, of the three statements are equivalent.
I) If there is no food left on the table, then we have had dinner.
II) If we have had dinner, then there is no food left on the table.
III) If there is food left on the table, then we have not had dinner.
I, II, and III are equivalent
I and II are equivalent
II and III are equivalent
I and III are equivalent
None are equivalent
Click here to see answer by richwmiller(17219)  |
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