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Ivenika [448]
2 years ago
7

Who should never use jargon? a surgeon giving orders to her staff a coach telling a quarterback what play to use a plumber order

ing parts from a supply store a computer repair person talking to a customer
Business
1 answer:
Mazyrski [523]2 years ago
3 0

A computer repair person talking to a customer should never use jargon.

<h3>What is Jargon?</h3>

Jargon is the specialized vocabulary that is connected with a specific field or activity. Jargon is typically used in a specific communicative context and may be difficult to understand outside of that context.

The context is usually a specific occupation, however jargon can exist in any in-group. This includes that a surgeon giving orders to her staff, a plumber ordering parts from a supply store, and a coach telling a quarterback what play to use.

A  computer repair person talking to a customer is not included in the use of jargon, as it does not require any specialized vocabulary in compare to the another examples given.

Therefore, option D is correct.

Learn more about the jargon, refer to:

brainly.com/question/9132901

#SPJ1

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Macro events only are reflected in the performance of the market portfolio because the specific risks have been diversified away.

A market portfolio is a theoretical bundle of investments that consists of each kind of asset to be had within the investment universe, with each asset weighted in proportion to its total presence in the market. The predicted return of a market portfolio is equal to the expected go back of the market as a whole.

The market portfolio is a basket of assets created by an investor the use of varied set of investments. The basket can encompass securities like pension plans, mutual funds, shares, actual property, bonds, foreign currencies, and assets like silver, gold, coins, bitcoins to call some.

The basic expected return method includes multiplying every asset's weight in the portfolio via its anticipated return, then including all the ones figures together. In different words, a portfolio's anticipated return is the weighted average of its personal components' returns.

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4 0
1 year ago
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