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Inga [223]
3 years ago
6

Using the chart below for reference, how would you describe the relationship between the amount of education you receive and the

amount of money you make? will make brainliest

Business
1 answer:
Maslowich3 years ago
4 0

Answer:

Positive correlation

Explanation:

As the level of education increases, the higher the level of income. This is a perfect example of a positive correlation. An increase in one of the variables ( education) increases the other variable( income). A positive correlation is also a direct relationship.

A negative correlation or indirect relationship is when an increase in one variable leads to the other variable moving in the opposite direction.

You might be interested in
Please help ASAP and DO NOT USE LINKS IN ANSWER THEY DO NOT WORK. 25pts
natali 33 [55]

Answer:

Tell Me About Yourself.

How Did You Hear About This Position?

Why Do You Want to Work at This Company?

Why Do You Want This Job?

Why Should We Hire You?

What Can You Bring to the Company?

What Are Your Greatest Strengths?

What Do You Consider to Be Your Weaknesses?

yes

because they are getting to know you and want to know what you would do as a worker. like when they ask : Why Should We Hire You, What Are Your Greatest Strengths, What Do You Consider to Be Your Weaknesses?

Explanation:

6 0
3 years ago
Read 2 more answers
A metallurgist has one alloy containing 26%26% copper and another containing 69%69% copper. How many pounds of each alloy must h
Brilliant_brown [7]

Answer:

Ans. He must use 2,987.76 pounds of alloy X (Cu=69%) and 2,365.24 pounds of alloy Y (26%=Cu)

Explanation:

Hi, let´s call alloy X the alloy that contains 69% of Cu and alloy Y the one containing 26% of Cu. Since he needs to produce 5,353 pounds of alloy, the first equation that we need to use is the following.

X+Y=5,353

Now, we need this 5,353 pounds of the new alloy to be 50% Cu, therefore, we have to use a portion of alloy X and alloy Y. This is as follows.

0.69X+0.26Y=0.5(X+Y)

And we have already established that X+Y is equal to 5,353, therefore this equation should look like this.

0.69X+0.26Y=5,353*0.5

0.69X+0.26Y=2,676.5

And we solve for X this equation, this as follows.

0.69X=2,676.5-0.26Y

X=\frac{2,676.5-0.26Y}{0.69}

X=3,878.98-0.3768Y

Now, we use this result and substitute this for X in the first equation like this.

3,878.98-0.3768Y+Y=5,353

and then, we solve for Y

0.6232Y=5,353-3,878.98

Y=\frac{1,474.02}{0.6232} =2,365.24

So, he needs to use 2,365.24 pounds of alloy that contains 26% of Cu, this means that the rest (2,987.76 pounds) must come from the alloy that contains 69% of Cu.

We can check this result by finding the overall Cu obtained by this amounts of alloy, that is

Coppper FromX=2,987.76*0.69=2,061.55

Coppper FromY=2,365.24*0.26=614.96

That adds up to 2,676.51 pounds of pure Cu, and since the total weight of the new alloy is 5,353, this amount of copper makes up for:

PercentCu=\frac{2,676.51}{5,353} =0.5

50% of the total weight.

Best of luck.

7 0
3 years ago
A mixed economy is one in which: a. ​resources are both publicly and privately owned and some markets are regulated. b. ​decisio
xenn [34]

Answer:

The correct answer is letter "A": resources are both publicly and privately owned and some markets are regulated.

Explanation:

Many of today democracies operate under what is known as mixed economic structures that incorporate capitalistic and socialist aspects. A mixed economy is designed to drive economic activity through the ventures of the capitalists while money is collected through taxation to maintain the infrastructure of a nation and provide public services.

7 0
3 years ago
Ok Saturday morning, Vanessa’s checking account had a $762.35 balance. Later that day she used her debit card to pay $14.80 for
leva [86]
14.80 +56.94+500=571.74. 762.35-571.74=190.61
8 0
3 years ago
Read 2 more answers
A manager has received an analysis of several cities being considered for a new office complex. The data (10 points maximum) are
Solnce55 [7]

Answer:

a) If manager weighs factors equally, the composite factor rating scores will be A = 5.6, B = 6.3, and C = 6.3 approximately.  B and C are equal and better than A in terms of highest average score.

b) When double weights are assigned to business services and construction costs, the composite factor rating scores will be A = 5.9, B = 6.1, and C = 6.0 approximately.  B is the best in terms of highest average score.

Explanation:

Composite Factor Rating scores are obtained by obtaining the mean or average of the scores under each location in order to give data points that can be used for making decisions.

The assignment of weights will differentiate the factors and change the decision outcome.

An excel copy is attached showing the derivations for a and b.

Download xlsx
8 0
3 years ago
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