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The function f(x) is given by the set of ordered pairs. {(8, –3), (0, 4), (1, –5), (2, –1), (–6, 10)} Which is true regarding the function? f(–3) = 8 f(3) = 5 f(8) = 0 f(–6) = 10​

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Answer:

Thank you for your question. The options are missing: here are the missing options:

f(–3) = 8

f(3) = 5

f(8) = 0

f(–6) = 10

Answer

When a function f(x) is defined by ordered pairs (x,y), we can say that f(x) = y. Since it's a function, for every given x, there should only be one value for y.

(-6,10)

(0 , 4)

(1, -5)

(2, -1)

(8 ,-3)

 

it is not a line because the slopes are different

The correct answer is f(–6) = 10

Using the ordered pairs given, it is found that the true statement regarding the function is: f(–6) = 10​

How ordered pairs are related to a function?

A function y = f(x) is composed by a sequence of ordered pairs (x, f(x)).

In this problem, the pairs are as follows: {(8, –3), (0, 4), (1, –5), (2, –1), (–6, 10)}, hence:

  • f(8) = -3.
  • f(0) = 4.
  • f(1) = -5.
  • f(2) = -1.
  • f(-6) = 10.

Hence the correct statement is f(–6) = 10​.

More can be learned about ordered pairs at https://brainly.com/question/10585472