which is the function represented by the table?\n| x | f(x) |\n| -2 | -8 |\n| -1 | -4 |\n| 0 | 0 |\n| 1 | 4…

which is the function represented by the table?\n| x | f(x) |\n| -2 | -8 |\n| -1 | -4 |\n| 0 | 0 |\n| 1 | 4 |\n○ f(x)=4x\n○ f(x)=x - 6\n○ f(x)=x + 4\n○ f(x)=-4x

which is the function represented by the table?\n| x | f(x) |\n| -2 | -8 |\n| -1 | -4 |\n| 0 | 0 |\n| 1 | 4 |\n○ f(x)=4x\n○ f(x)=x - 6\n○ f(x)=x + 4\n○ f(x)=-4x

Answer

Explanation:

Step1: Test the first option with (x = - 2)

For (f(x)=4x), when (x=-2), (f(-2)=4\times(-2)=-8)

Step2: Test the first option with (x=-1)

When (x = - 1), (f(-1)=4\times(-1)=-4)

Step3: Test the first option with (x = 0)

When (x = 0), (f(0)=4\times0 = 0)

Step4: Test the first option with (x = 1)

When (x = 1), (f(1)=4\times1=4)

Answer:

(f(x)=4x)