What is the SEC Yield?

The SEC yield is a standard yield calculation developed by the U.S. Securities and Exchange Commission (SEC) that allows for fairer comparisons of bond funds. It is based on the most recent 30-day period covered by the fund's filings with the SEC. The yield figure reflects the 澳洲幸运5官方开奖结果体彩网:dividends and interest e🥂arned during the period after the deduction of the fund's expenses. It is also referred to as the "standardized yield."

Understanding the SEC Yield

The SEC yield is used to compare 澳洲幸运5官方开奖结果体彩网:bond funds because it captures the effective rate of interest an investor may receive in the future. It is widely considered a good way to compare mutual funds or 澳洲幸运5官方开奖结果体彩网:exchange-traded funds (ETFs) because this yield measure is generally very consistent from month to month. The resulting yield calculation shows investors what they would earn in yield over the course of a 12-month period if the fund continued earning the same rate for the rest of the year. It is mandatory for funds to calculate this yield. This yield differs from the 澳洲幸运5官方开奖结果体彩网:Distribution Yield, which is typically display🔯ed on a bond's website.

Calculation of the SEC Yield

Most funds calculate a 30-day SEC yield on the last day of each month, though U.S. 澳洲幸运5官方开奖结果体彩网:money market funds calculate and report a seven-day SEC yield. The standardized formula for the 30-day SEC yield consists of four variables:

a = interest and dividends received over the last 30-day period

b = accrued expenses over the last 30-day period, excluding reimbursements

c = the average number of shares outstanding, on a daily basis, which were entitled to receive distributions

d = the maximum price per share on the day of the calculation, the last day of the period

The formula of the annualiz🦩ed 30-day SEC yield is:

2 x (((a - b) / (c x d) + 1) ^ 6 - 1)

Example of SEC Yield

Assume Investment Fund X earned $12,500 in dividends and $3,000 in interest. The fund also recorded $6,000 worth of expense, of which $2,000 was reimbursed. The fund has 150,000 shares entitled to receive distributions, and on the last day of the period, the day the yield is being calculated, the highest price the shares reached was $75. In this scenario, the va🍰riables equal:

a = $12,500 + $,3000 = $15,500

b = $6,000 - $2,000 = $4,000

c = 150,000

d = $75

Once these numbers are plugged into the formula, it looks 𝕴like this:

30-day yield = 2 x ((($15,500 - $4,000) / (150,000 x $75) + 1) ^ 6 - 1), or 2 x (0.00615) = 1.23%