PLEASEEEEEEEEEEEEEEE HELP ME WILL GIVE BRAINLIST
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Answer:
a). Lila collected 7/6 gallon in all.
b). She used for baking 5/12 gallon.
c) was left 1/3 gallon of honey
D) She used 3/8lb flour to make the brownies.
Step-by-step explanation:
a). Lila collected 7/6 gallon in all.
LCM=3*4=12
b). She used for baking 5/12 gallon.
She had 7/6 gallon of honey. She used 3/4 gallon for baking. To know how much honey was left, you have to substract 3/4 gallon from the total available honey 7/6 gallon.
You need to find LCM to substract fractions with different denominator:
LCM=12
c) was left 1/3 gallon of honey
To know how much honey was left you need to substract from the initial quantity of honey that is 3/4 gallon, the quantities used for baking, that are 1/6 gallon and 1/4 gallon.
Less common multiple: 12
We use LCM 12 to substract:
D) She used 3/8lb flour to make the brownies.
You know she used 1/2 lb flour to make the bread and to make cookies 1/8 more. So you need to do following math:
d)
She used 5/8 to make cookies and she used 1/4 more to make cookies than brownies, then you have to do following math;
Let's analyze the changes made to the parent function one by one:
STEP 1: Horizontal translation.
If we transform
We're performing a change in the form of
This kind of changes result in a horizontal translation, k units to the left if k is positive, k units to the right if k is negative. In this case, k=2, so the original graph is shifted 2 units to the left.
STEP 3: Vertical stretch.
If we transform
We're performing a change in the form of
This kind of changes result in a vertical stretch with scale factor k. If k is negative, the function is also reflected across the x axis. In this case, k=3, so the original graph is stretched vertically, with scale factor 3.
STEP 3: Vertical translation.
If we transform
We're performing a change in the form of
This kind of changes result in a vertical translation, k units down if k is positive, k units up if k is negative. In this case, k= -4, so the graph is shifted 4 units down.
All, in all, the original graph is shifted 2 units to the right, then it's stretched vertically with scale 3, and then it's shifted 4 units down. The order is important!