you own a stock with an average return of 14.6 percent and a standard deviation of 21.2 percent. in any one given year, you have a 95 percent chance that you will not lose more than percent nor earn more than percent on this stock. multiple choice -25.2; 48.2 -27.8; 57.0 -42.4;57.0 -43.6; 49.4 -38.4; 42.6

Respuesta :

The right reply is -27.8% and 57%

Step-by-step explanation:

Your inventory with an average return of 14.6 percent

Standard deviation of 21.2 percent.

You have 95% likelihood range = 14.6% ± (2 × 21.2%)

You will not lose extra than = 14.6% - (2 × 21.2%)

= 0.146 - ( two × 0.212 )

= 0.146 - 0.424

= -0.278 = -27.8%

You will now not earn greater than = 14.6% + ( 2× 21.2% )

= 0.146 + ( 2 × 0.212 )

= 0.146 + 0.424

= 0.57 = 57%

You have a 95% risk that you will not lose extra than -27.8% nor earn greater than 57% on this stock.

What a widespread deviation means?

A wellknown deviation (or σ) is a measure of how dispersed the data is in relation to the mean. Low general deviation capacity information are clustered round the mean, and high fashionable deviation shows records are more unfold out.

Learn more about standard deviation here:

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