Question

Answer question please this would help me soooo much ​

Answer 1

option C:

-11/6n - 1/12

Explanation:

step by step solution is as follows:

(-3 1/3n + 1/6) + (1 3/6n - 3/12)

= (-10/3n + 1/6) + (9/6n - 3/12)

= (-10/3n + 1/6) + (3/2n - 1/4)

=(-20n + 1 / 6) + (6n - 1 / 4)

= -20n + 1 / 6 + 6n - 1 / 4

=2(-20n + 1) + 3(6n - 1) / 12

= -40n + 2 + 18n - 3 / 12

= -22n - 1 / 12

= -22/12n - 1/12

= -11/6n - 1/12

Answer 2

Explanation:

To simplify the given expression, let's break it down step by step:

1/12n + (6 / 12) * (0.11 * (110 - 24) / 6) + ((-³ ² - 0 + ²) + (₁ ² - ² / 2)) ² / n²

Simplifying each part individually:

1/12n simplifies to 1/12n

(6 / 12) * (0.11 * (110 - 24) / 6) simplifies to (1/2) * (0.11 * 86 / 6)

(-³ ² - 0 + ²) + (₁ ² - ² / 2) simplifies to (-³ ² + ²) + (₁ ² - ² / 2)

Now, let's simplify further:

(1/2) * (0.11 * 86 / 6) = 0.055 * 86 / 6 = 0.94583333333

(-³ ² + ²) + (₁ ² - ² / 2) = (-9 + 4) + (1 - ² / 2) = -5 + (1 - ² / 2)

Finally, let's substitute the simplified expressions back into the original equation:

1/12n + 0.94583333333 + (-5 + (1 - ² / 2)) ² / n²

Therefore, the equivalent expression is:

1/12n + 0.94583333333 + (-5 + (1 - ² / 2)) ² / n²