how many pounds of grain is an animal in the united states that is domesticated for meat fed for each pound of meat it produces?

Answers

Answer 1
Answer:

Answer: 20 pounds

Step-by-step explanation:


Related Questions

On a shopping trip, Peter spent 1/3 of his money for a jacket and another $5 for a hat. If peter still had 1/2 of his money left, how much money did he have originally ??a) $18, b) $24, c) $30, d) $48, e) $60
Subtract 4 ounces from 5 pounds.3 lb., 12 oz. 5 lb., 6 oz. 4 lb. 12 oz. 3 lb., 8 oz.
(c) Danny also pulls two cards and says that his SUM is ZERO. What pairs of cards could Danny have pulled? List all correct answers and explain why or show your work. the cards are 1 2 3 4 5-1 -2 -3 -4 -5
(NEED HELP)Your friend made $324 babysitting last year.This year she made 296% of what she made last year.How much more did your friend make this year?
The seventh-grade class is building target areas for a PE activity. The bases for the game will be in a circular shape. The diameter of each circle is 3 feet. Approximately, how many square feet of the turf need to be painted for a base circle? Use 3.14 for π and round your answer to the nearest tenth. 7.1 square feet 9.4 square feet 18.8 square feet 28.3 square feet

Please help me asap!!!

Answers

Answer:

B) AD=30m

Step-by-step explanation:

AG:AD=2:3

Given AG=20m

Then;

20:AD=2:3

Rewrite as ratio to get;

(20)/(AD)=(2)/(3)

Cross multiply;

2|AD|=3* 20

2|AD|=60

Divide through by 2;

|AD|=30

a store advertises that customers can take 25%off the original price and then take an extra 10%off is this 35% of? explain

Answers

The price will be 32.5 after calculating if a store advertises that customers can take 25%off the original price.

What is the percentage?

It's the ratio of two integers stated as a fraction of a hundred parts. It is a metric for comparing two sets of data, and it is expressed as a percentage using the percent symbol.

It is given that:

A store advertises that customers can take 25%off the original price and then take an extra 10%off is this 35% off.

No, it's not 35%. Its 32.5 %

If it costs 100$

25% × 100$ = 25$

So the price after 25% off is 100$ - 25$ = 75

10% × 75$ = 7.5 $

75$ - 7.5$ = 67.5$

100 - 67.5 = 32.5

Thus, the price will be 32.5 after calculating if a store advertises that customers can take 25%off the original price.

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No its not 35%. Its 32.5 %
If it costs 100$
25% × 100$ = 25$
So price after 25% off is 100$ - 25$ = 75
10% × 75$ = 7.5 $
75$ - 7.5$ = 67.5$
100 - 67.5 = 32.5

Solve each system of equations.

6x + 5y = 10
7x - 3y = 24

Answers

\begin{cases} 6x + 5y = 10 \n 7x - 3y = 24 \end{cases}\n\begin{cases} 5y = -6x+10\ \ / :5 \n 7x - 3y = 24 \end{cases}\n\begin{cases} y =-(6)/(5)x+2 \n 7x - 3y = 24 \end{cases}\n\nsubstition \n

7x - 3y = 24 \n 7x - 3 \cdot (-(6)/(5)x+2) = 24\n7x+(18)/(5)x-6=24\n (35)/(5)x+(18)/(5)x =24 +6\n(53)/(5)x =30 \ \ / \cdot (5)/(53)\n\nx=(150)/(53)
 
y= -(6)/(5)x+2 \ny= -(6)/(5) \cdot (150)/(53) +2\ny=-(6\cdot 30)/(53)+2\ny=-(180)/(53)+ (106)/(53)\n \n y= -(74)/(53)\n\n Answer : x=(150)/(53) \ \ and \ \y= -(74)/(53)


Solve 2(x + 1) = 2x + 2.

Answers

2(x+1)=2x+2
^^^^^^2 gets distributed to both sides in the brackets.
the answer comes out to 2x+2.
therefore, 2x+2=2x+2.

What is the steps to solve 25 milligrams per day for one week

Answers


I don't really know what the question is that needs to be solved, but
here's a suggestion that might help:

Since there are seven days in a week, you could multiply 25 milligrams
by 7, and that will tell you the number of milligrams in a whole week.

a researcher studied 30 people ages twenty to forty, 30 people ages forty-one to sixty, and 30 people ages sixty-one to eighty. the researcher set up two rooms—one with a faint rose smell, and one with a faint lemon smell. each participant was asked to enter each room and identify the smell in the room. what research method did the researcher use, and what outcome would be found?

Answers

If the researcher set up two rooms—one with a faint rose smell, and one with a faint lemon smell. each participant was asked to enter each room and identify the smell in the room. The research method that the researcher use , and what outcome would be found is: Cross-sectional. The outcome is: As people grow older their sense of smell decrease.

A cross-sectional is a research that is carried out by collecting data from different group of population or by drawing a random sample from a group of population  in which the researcher will then study or observe the data collected  at a particular period of time.

Based on the given information the researcher is making use of Cross-sectional research method as the researcher what to know how people perceive smell based on their age or how age determine people sense of smell.

The outcome that could be found based on the research is that as people age or grow older their sense of smell decrease or begins to decrease, which simply means that younger people have strongest sense of smell than older people.

Inconclusion If the researcher set up two rooms—one with a faint rose smell, and one with a faint lemon smell. each participant was asked to enter each room and identify the smell in the room. The research method that the researcher use , and what outcome would be found is: Cross-sectional. The outcome is: As people grow older their sense of smell decrease.

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Final answer:

The researcher used an experimental method with the type of smell as the independent variable and the identification of the smell as the dependent variable. The outcome would likely reveal differences in odor identification across age groups, with younger ones performing better due to age-related sensory changes.

Explanation:

The research method used in the scenario is known as an experimental method. This technique is adopted in studies where one or more variables are manipulated to analyze the effect on an outcome variable. Here, the independent variable being the type of smell (rose or lemon), and the dependent variable is the identification of the smell. In this experiment, different age groups function as the control variable.

The outcome of the experiment would ideally determine if there's a difference in odor identification across different age groups, and whether the type of scent (rose or lemon) impacts the ability to recognize the odor. Given the information related to sensory changes across different ages found particularly in the sense of smell, it can be postulated that the younger age groups might perform better in identifying the smells correctly. Studies have noted that sense of smell tends to decline after the age of 50.

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