Question 1
Refer to the operations below:
Add (10 + 5)
Add (4+8)
Add (7*2)
Add (90 – 3)
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1.1 Implement the operations above into a Queue structure called q1.
1.2 Implement the operations above into a Stack structure called s1.

Name your program Question1_1 for the queue structure and Question1_2 for the stack structure

JAVA Language to be used.

Please give step by step explanation on how to save and run the programs

Student Loan Debt should be forgiven for all College Students.

1. How convinced are you that the argument is "valid" (on a scale of 1-100%)? Why?

2. What would it take for you to change your mind?

Briefly explain how business and government represent a clash of ethical systems (belief systems). With which do you find yourself identifying most? Explain. With which would most business students identify? Explain.

11. A random sample of 50 college student students shows that the score of a College Statistics is normally distributed with its mean, 83 and standard deviation, 7.5. Find 95 % confidence interval estimate for the true mean.

If there is a non-profit center that provides free after school and low-cost summer programs for students from grades 3-12 then should it use an organic or mechanistic organisational structure?

How can it implement the structure?

7. What are some of the basic reasons behind the popularity of Return-of-Premium term life insurance policies? As business students, what other factors would you suggest need to be considered before purchasing such a policy?

What are some of the basic reasons behind the popularity of Return-of-Premium term life insurance policies? As NMSU business students, what other factors would you suggest need to be considered before purchasing such a policy?

The APRN is giving a pathophysiology lecture to APRN students on renal blood flow, related hormones, and glomerular filtration rate. Question: What would be the most important concept of glomerular filtration rate that the APRN should address?

Amy’s birthday is on December 6. What is the probability that at least one of the 40 other students has the same birthday as Amy? (Provide a numerical expression, but don’t attempt to simplify. Assume there are 365 days in every year.)