Rather than test these hypotheses, he computes a 95% confidence interval for the true mean number of steps he takes per day. The 95% confidence interval is (8,250, 10,700). Based on the confidence interval, what conclusion can be made?

Reject H0. Since 10,000 does not fall outside the 95% confidence interval, there is convincing evidence that the true mean number of steps he takes per day differs from 10,000 steps.
Reject H0. Since 10,000 does not fall outside the 95% confidence interval, there is not convincing evidence that the true mean number of steps he takes per day differs from 10,000 steps.
Fail to reject H0. Since 10,000 does not fall outside the 95% confidence interval, there is convincing evidence that the true mean number of steps he takes per day differs from 10,000 steps.
Fail to reject H0. Since 10,000 does not fall outside the 95% confidence interval, there is not convincing evidence that the true mean number of steps he takes per day differs from 10,000 steps.