A student began a proof of the law of sines using triangle xyz. His work is shown. The student has ____ started the proof. The next step in the proof is to ____. Then the student should _____.

Answer :

michell96

To correctly prove the law of sines in a triangle the student should begin with the most basic or evident piece of information, then add related statements to it. and finish the proof with the conclusion or re-statement of the law.

What does it mean to prove in Mathematics?

A mathematical proof refers to a set of statements that logically demonstrate a law is true or the mathematical statement is valid, which means the prepositions and conclusion are valid.

How to write a proof?

The general pattern for proof is:

  • Write down the law or expression that you want to prove.
  • Add statements that show the expression or law as valid by starting with the simplest or most evident reason and moving to more complex reasons.
  • Re-state the law or conclude the statement is valid.

Note: This question is incomplete because the proof is missing; due to this I answered it based on general knowledge.

Learn more about proof in: https://brainly.com/question/2034189

Answer:

The student has

correctly

started the proof.

The next step in the proof is to

express h in terms of angle X and side z

.

Then the student should

set the expressions for h equal

.

Step-by-step explanation:

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