A black hole forms when a very massive star collapses

Select one:
a. False
b. True

Answers

Answer 1

Answer: True

Explanation:  Whenever a star reaches it end of life a black hole is created.

Answer 2
It’s true that a black hole forms a very massive star collapses

Related Questions

Is the simplified form of 2 square root of 3 ⋅ 2 square root of 6 rational? (1 point) Yes No

Answers

Answer:

YES

Explanation:

BECAUSE  3  Square root 2 = 6

4. Describe what college readiness benchmarks are according to the "Scores" web page.
What does scoring above or below that benchmark mean? (3 points)

Answers

Answer:

To score above the benchmark you’ve essentially passed and proven you are ready and prepared for college. If you scored below the benchmark you still have time to get more prepared for college.

Explanation:

Thats what I put as my answer on jah :) hope it helps anyways hope yall are doing good peace out - brazy dude chad

sorry I like to pretend to be a chad also tell me if yall have ever seen me in among us my user is always "HAY MAMAS" :) ok seriously now bye yall

The known range for the section scores and the total score as seen on the scores web page  is between  400–1600.

For one to  score above the benchmark, it implies that the person has  passed and is said to be ready and also prepared for college.

What is benchmark score about?

Benchmarks are known to be the scores that depicts that a person is said to have college readiness.

It implies that , if a person score at or above the benchmark, the person is on the route to ready for college when one has graduate high school level.

Learn more about college readiness from

https://brainly.com/question/26373299

somebody help please, and give the steps so I can learn how to solve it myself

Answers

Answer:

A

Explanation:

Think of if someone asked you to find f(2). You would plug in 2 into the equation f(x) to find the y value at 2. You do the same thing with this problem, but instead plug in the equation.

f([tex]\frac{1}{2}[/tex]x + 3) = -2([tex]\frac{1}{2}[/tex]x + 3) + 7

            = -x - 6 + 7

            = -x + 1

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