Explanation:
As n becomes very large, 3/n becomes very small. As n approaches infinity, 3/n approaches 0.
For limits of fractions:
If the power of the numerator (in this case, n⁰) is less than the power of the denominator (in this case, n¹), the limit as n approaches infinity is 0.
If the powers are equal, the limit as n approaches infinity is the ratio of the leading coefficients.
And if the power of the numerator is greater than the power of the denominator, the limit as n approaches infinity is infinity.
For the second limit, as n becomes very large, 6 is still 6. So as n approaches infinity, 6 approaches 6.