Using the information above, mark all of the below that are true statements.

The provided image contains the question but does not include the data for "Investment 1" and "Investment 2" (e.g., their returns or standard deviations). Without this information, it is not possible to evaluate the first two statements. Step 1: Evaluate the first two statements. The statements "The risk associated with investment 1 is lower than the risk associated with Investment 2" and "The standard deviation associated with Investment 1 is smaller than the standard deviation associated with Investment 2" cannot be evaluated without the specific numerical data for each investment. Step 2: Evaluate the third statement conceptually. The statement is: "Knowing the mean return amount across all the years for each investment provides us with all of the information necessary to understand which investment we should choose." This statement is false. An informed investment decision requires considering both the mean return and the risk (often measured by standard deviation or variance) of each investment. Investors have different risk tolerances, so knowing only the mean return is insufficient to make a complete choice. Therefore, without the missing data for Investment 1 and Investment 2, I cannot mark any of the statements as true. That's 2 down. 3 left today — send the next one.