Let the fruit mixture of $5.7 per pound be for x pounds.
The nut of $14.55 per pound would then be: (10 -x).
Since the total blend of both = 10 pounds, selling for $9.24 per pound.
cost of 1st type + cost of second type = Total cost of blend mixture
5.7*x + 14.55*(10 - x) = 9.24*10
5.7x + 145.5 - 14.55x = 92.4
5.7x - 14.55x = 92.4 - 145.5
-8.85x = -53.1
x = -53.1/-8.85
x = 6
The other will be (10 -x) = 10 - 6 = 4.
She should use 6 lb of fruit mixture and 4 lb of nuts.
Answer:
25 pieces
Step-by-step explanation:
let c = amt of candy
(c - 10 ) / 5 = 3
cross-multiply:
c-10 = 15
c = 25
The expression described is translated into the following formula:

Note that this implies that 
Cross-multiply denominators to get rid of the fractions:

Expand both sides:

Subtract 4x from both sides:

Divide both sides by 2:

Check:

Which is true because

since both sides evaluate to 72
I hope that this help 64+24=88
Step-by-step explanation:
11) A
The ratio of texts sent to calls made was 8:5.
12)
Noah 4 scoops of powder with 6 cups of water
4/6*100%=66.67%
Andre mixes 5 scoops of powder with 8 cups of water.
5/8*100%=62.5%
it can be seen that Noah's mixture have a stronger orange taste with a concentration of 66.67% while andre's mixture has a concentration of 62.5%.