Answer:
I think it's 206. If not I apologize.
Step-by-step explanation:
Answer:
The new version contains 15 lemons, 6 cups of water and 6 tablespoons of honey
Step-by-step explanation:
The given ingredients used to make the lemonade are;
The number of lemons = 5
The number of cups of water = 2
The number of tablespoons of honey = 2
Therefore a new version the lemonade recipe that would make more lemonade but that would still taste the same as the lemonade made with the given recipe is found by scaling up the quantities of the ingredients in the given recipe as follows;
The ingredients used to make the new lemonade are obtained by multiplying the ingredients in the given recipe by a factor larger than 1;
The number of lemons in the new recipe = 5 × 3 = 15
The number of cups of water in the new recipe = 2 × 3 = 6
The number of tablespoons of honey in the new recipe = 2 × 3 = 6
The new version contains 15 lemons, 6 cups of water and 6 tablespoons of honey.
Answer: x=5.6 or 5 3/5
Step-by-step explanation:
Cross multiplication is when you have two fractions (ratios) that are equivalent and you can multiply the numerator of the first one by the denominator of the second one, and the denominator of the first one by the numerator of the first one. The answers to these two are equivalent.
So, 5x/8 = 7/2
10x=56
x=5.6
x= 5 3/5
Answer:
Brand A is the better buy with unit rate $4/cup.
Step-by-step explanation:
Given:
Brand A 33 fluid ounce bottle = $16.50
Brand B 1 cup = $4.80
We need to find the unit cost and find which is the better buy.
Solution:
For Brand A;
33 fluid ounce = $16.50
1 fluid ounce = Cost for 1 fluid ounce
By using Unitary method we get;
Cost for 1 fluid ounce = 
Now we know that;
1 cup = 8 fluid ounce.
1 fluid ounce = $0.5
8 fluid ounce = Cost for 8 fluid ounce of olive oil.
Again By using Unitary method we get;
Cost for 8 fluid ounce of olive oil = 
Hence Brand A 1 cup of olive oil cost $4.
For Brand B;
Given:
1 cup of olive oil =$4.80
Hence Brand B 1 cup of olive oil cost $4.8.
By Comparing both brands we can see that per unit cost of Brand A is less than Brand B.
Hence Brand A is the better buy.