Which is the better deal to buy peaches at the farmers market? $2.19 for 1 1/4 lb of peaches or .88 for 1/2 lb

Answers

Answer 1

Answer: The better deal is 1 1/4lbs for $2.19 because when you find how much each would cost for 1 peach, the 1 1/4 comes out as 1.752 while the other comes out as 1.76 which is more expensive

Solution - Peaches for $2.19

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A juice glass holds 4 fluid ounces how many can be filled from a 1 quart carton of orange juice

4 15/15 as a decimal

Answers

4 15/15 hope this helps :)

= 4 + 15/15

= 4 + (15 ÷ 15)

= 4 + 1 = 5.0

Something tells me about 26.67% being an highest answer but. If this is an mixed answer it would probably be nothing.

If mZBCD = 51°, solve for x.
(1 4x + 4) 8
55°

Answers

Answer:

(14x+4)8=55 were x = 3.07.

Step-by-step explanation:

(14x + 4) 8 = 55

-8 -8

14x + 4 = 55

- 4 -4

14x = 55

x = 3.07

Sin θ = − 8/17 and θ is in Quadrant III, find tan(θ/2)

Answers

Answer:

tan(θ/2) = -0.25

Step-by-step explanation:

sin(x) = -8/17

x = sin^-1(-8/17)

x = -28.07

tan(θ/2) = tan(-28.07/2)

= -0.25

. Priya changed the rate at which water flowed through thefaucet. Write an equation that represents the relationship of

w and t when it takes 3 minutes to fill the cooler with 1

gallon of water.

Answers

Answer:

w = (1/3)*t

Step-by-step explanation:

There is a proportion between the amount of water (w) and the time elapsed (t). For every 3 minutes a gallon of water is added to the cooler, this means that in 6 minutes 2 gallons will be added, in 9 minutes 3 gallons, and so on. Therefore, the relationship is:

w/t = 1/3 = 2/6 = 3/9

where t is in minutes and w in gallons

Rearranging gives:

w = (1/3)*t

We can check this equation replacing t with, for example, 6 minutes, to get:

w = (1/3)*(6) = 2 gallons

Final answer:

The question is mathematical, dealing with rates and linear equations. It seeks to establish a relationship between the volume of water (w) and time (t) when filling a cooler. The equation representing this relationship is w = t/3.

Explanation:

The subject of this question is in the field of Mathematics, specifically dealing with the concept of rates and linear equations. The question is asking to establish a relationship between the volume of water 'w' (in gallons) and the time 't' (in minutes). This relationship is a rate, and in this case, 1 gallon of water is filled in 3 minutes.

Therefore, the equation representing this relationship is: w = t/3.

In this equation, 'w' represents the volume of water in gallons, and 't' represents time in minutes it takes to fill the cooler. So, for example, if you want to fill the cooler in 6 minutes, you would substitute 6 for 't' in the equation to find out how much water you would have: w = 6/3 = 2 gallons.