G (x) is a function as defined below: g (x) = 3^ (x/2)

If you input - 2 into g (x), what do you get for an output?

Enter your answer in the simplest form in the space provided below.

(If your answer is a decimal number, round it to two decimal places.)

Example answer: 42.63

Question

Mathematics

Skinner

20 January, 01:56

G (x) is a function as defined below: g (x) = 3^ (x/2)

If you input - 2 into g (x), what do you get for an output?

Enter your answer in the simplest form in the space provided below.

(If your answer is a decimal number, round it to two decimal places.)

Example answer: 42.63

+2

Answers (1)

Know the Answer?

Giada · Answer 1

1/3 or 0.33

Step-by-step explanation:

Put - 2 where x is in the function definition and do the arithmetic.

g (-2) = 3^ (-2/2)

= 3^ (-1)

g (-2) = 1/3

Of course, you know that the decimal equivalent of the fraction 1/3 is the repeating decimal 0.33333 ... Rounding this to 2 decimal places gives you ...

g (-2) ≈ 0.33

G (x) is a function as defined below: g (x) = 3^ (x/2)If you input - 2 into g (x), what do you get for an output?Enter your answer in the simplest form in the space provided below.(If your answer is a decimal number, round it to two decimal places.)Example answer: 42.63

G (x) is a function as defined below: g (x) = 3^ (x/2)

If you input - 2 into g (x), what do you get for an output?

Enter your answer in the simplest form in the space provided below.

(If your answer is a decimal number, round it to two decimal places.)

Example answer: 42.63