An investor invested $10,000 in an open-end mutual fund 90 days ago. Today his investment is worth only $9,874. What is his annualized rate of return?

As sample size increases,

A portfolio consists of 2 bonds:
Bond | Maturity | Coupon | Duration | Proportion in Portfolio
Bond A | 10 years | 8% | 6.7 | 60% Bond B | 7 years | 5.2% |3.9 | 40%
If the yield on Bond A increases by 54 basis points and the yield on Bond B decreases by 79 basis points, compute the percentage change in portfolio value.

Consider the following information about a fund. The fund has been in existence for 3 years. Over this period it has achieved a mean monthly return of 3% with a sample standard deviation of monthly returns of 5%. It was expected to earn a 2.5% mean monthly return over the 3-year period.
The rejection point(s) at the 0.10 level of significance is/are:

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