The domain is all of the x values in a set and the range is all of the y-values in a set.
If you have a bunch of points such as (3,6), (7,2), (1,5) the domain would be stated as D={3, 7, 1} and the range would be stated as R={6,2,5} If you have a line, then the domain and range would be set up differently. For example, if you have a line with end points at (-3,2) and (5,8) then the domain would be D=(-3,5) and the range would be R=(2,8)
G(x)=x+7 is the translation
Answer:
=<u>peanut butter cookie batches require more sugar</u>
Step-by-step explanation:
chocolate chip cookies:
3 1/4 / 2 1/2
<u>7 </u> / <u>5</u> = <u> 7 </u> x <u> 2 </u> = <u> 7 cups</u>
4 2 4 5 10
peanut butter cookies:
1 1/4 / 1 3/4
<u>5</u> / <u>7</u> = <u>5</u> / <u>4</u> = <u> 5 cups</u>
4 4 4 7 7
compare cups
<u> 7 </u> , <u> 5 </u> = <u> 49 , 50 </u>
10 7 70
=<u>50</u> = <u>5</u> = peanut butter cookie batches require more sugar
70 7
Answer:
the pot needs now 214 milleters of water
Step-by-step explanation:
Ok so for C. yes you can change the mode and median but not the mean. You can do so because depending on where the coins land it can change the mode and the median can be different because the number are mixed meaning the numbers could have more larger or smaller numbers. Ok now for part D. Yes you can on purpose because you can always change the numbers to equal a reasonable median. In doing so you may change the mode though.
