The required inequality is p≥9
Step-by-step explanation:
Given condition:
Lindsay needs to interview a minimum of 15 people.
Lindsay completed interviewing 6 people.
To Find:
The possible number of people she still needs to interview to complete her project.
Solution:
Let p be the number of people needed to complete the project.
To complete the project Lindsay needs to interview minimum 15 people.
i.e.p≥ 15
But she has already interviewed 6 people. so, (15-6) = 9
i.e p+6≥15
or, p+6≥15
∴ p≥9
Hence the inequality that shows the people she still needs to interview to complete the project is p≥9.
The yearly income that matt can expect from his stock is $920,040.
<h3>
Stock yearly income to expect:</h3>
Using this formula
Yearly income=Number of shares of preferred stock × Share return
Where:
Number of shares of preferred stock=492,000 shares
Share return=$1.87
Let plug in the formula
Yearly income=492,000×$1.87
Yearly income=$920,040
Inconclusion the yearly income that matt can expect from his stock is $920,040.
Learn more about yearly income here:brainly.com/question/8508440
To solve quadratics, the most correct and effective way, in my opinion, is the quadratic formula:
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Plugging it in, we get:
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So the final answer is:
and
Let the numbers be m and n. Then "<span>five times the quotient of two numbers" would be 5m/n.
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