Question

Функция задана формулой f(x)=x60. Сравни: f(−3,8) f(3,8)

Answer 1

Fx=60x

f(-3.8)=60*(-3.8)=-228

f(3.8)=60*3.8=228

f(−3,8) < f(3,8)

Answer 2

f(x)=$x^{60}$

Функция чётная

Так что f(-3,8) = f(3,8) по определению чётной функции

Answer 3

To compare the values of the function $f(x) = x^{60}$ at $x = -3.8$ and $x = 3.8$, we simply plug these values into the function and evaluate:

1. For $x = -3.8$: $f(-3.8) = (-3.8)^{60}$

2. For $x = 3.8$: $f(3.8) = (3.8)^{60}$

Now, let's calculate these values:

1. $f(-3.8) = (-3.8)^{60} \approx 1.85339 \times 10^{45}$

2. $f(3.8) = (3.8)^{60} \approx 1.85339 \times 10^{45}$

Upon evaluation, we can see that both values are approximately equal:

$f(-3.8) \approx f(3.8)$

Therefore, $f(-3.8)$ is approximately equal to $f(3.8)$.