The optimal amount of Pizza that John would be able to buy is 5.
<h3>How to solve for the optimum</h3>
1. We can see that he has zero as his 6th consumption based on marginal Utility. This shows that he can consume 5 pieces of Pizza.
2. If he should purchase 8 slices, total utility is calculated as
20 + 12 + 10 + 6 + 2 + 0- 2 - 6
= 42
3. This is added as an attachment
4. Total amount that John can spend = $ 20. Given that he cannot make use of his savings, the total amount that he can consume would be what is less than 3 slices and 4 funnel cake.
5. The total utility that John is going to gain would be calculated as
Total utility = 20+12+50+40+32+20 = 32 + 142 = 174
This puts the total utility at 174
Read more on marginal utility here:
brainly.com/question/15050855
#SPJ1
I believe the answer is: <span>convergent evolution
</span><span>convergent evolution refers to the process when organisms that are not closely related (such as squirrel and phalanger) developed a very similar characteristic as an evolutionary effort to survive in the same environment.
Other examples of convergent evolution would be the similar shape of fins between sharks and dolphins (one of them is a fish, one of them is a mammal)</span>
The Red Carnation Group has changed their staff training and development to accommodate today's workforce by <u>investing in </u><u>their </u><u>people</u><u>.</u> YES! The group include training into the company's strategic plan as reflected in the passage in the sentence which says 'you can expert excellent training and career development opportunities.' This is achieved by merging training with investment. Hence, the correct answers to the questions are as given. Read below about the answers to the other questions.
<h3>What are the answers to the other question?</h3>
The ROI for the group's "Winning Team" philosophy means a sense of accomplishment, and that they are part of a winning team. Their energy is high.
Therefore, the correct answers are as given above
learn more about HR: brainly.com/question/25443563
#SPJ1
