Jason combined 1 1/4 ounces of strawberry preserve from a jar with 7/8 of an ounce of strawberry preserve as a part of individual dessert bowls. jason plans on using 1/5 of an ounce of strawberry preserve in each dessert bowl. how many dessert bowls can he completely fill?

10 dessert bowls.

Step-by-step explanation:

To solve this problem you must apply the proccedure shown below:

1. Rewrite 1 1/4 ounces as a fraction:

2. You must add 5/4 ounces of strawberry preserve and 7/8 ounce of strawberry preserve, as following:

3. Now you must divide the result obtained by 1/5:

÷

4. Therefore, you can conclude that 10 dessert bowls can be completely fill.

The answer is A. using the vertex as a reference point (-3, -4), we can identify the correct equation. in a typical y=|x| equation, the vertex is (0,0). therefore, we can see the graph is vertically shifted down 4 points. this means that the equation must have -4 in it. This narrows our options down to A and D. you can use the process of elimination and input the x value of the vertex into the equation to see if you get the correct y value. for d, |-3-3| -4 = 2, and for a, |3-3| - 4 = -4. since -4 is the correct y value, A is the correct option.

hope this makes sense... and i hope this helps!