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A Vector Has a Magnitude of 40

question 47

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A vector A vector   has a magnitude of 40.0 units and points 35.0° above the positive x axis.A second vector   has a magnitude of 65.0 units and points in the negative x direction.Use the component method of vector addition to find the magnitude and direction, relative to the positive x axis, of the resultant   =   +   . A) 53.3 units, 141.8° relative to the +x axis B) 53.3 units, 52.1° relative to the +x axis C) 39.6 units, 125.4° relative to the +x axis D) 39.6 units, 54.6° relative to the +x axis E) 46.2 units, 136.0° relative to the +x axis has a magnitude of 40.0 units and points 35.0° above the positive x axis.A second vector A vector   has a magnitude of 40.0 units and points 35.0° above the positive x axis.A second vector   has a magnitude of 65.0 units and points in the negative x direction.Use the component method of vector addition to find the magnitude and direction, relative to the positive x axis, of the resultant   =   +   . A) 53.3 units, 141.8° relative to the +x axis B) 53.3 units, 52.1° relative to the +x axis C) 39.6 units, 125.4° relative to the +x axis D) 39.6 units, 54.6° relative to the +x axis E) 46.2 units, 136.0° relative to the +x axis has a magnitude of 65.0 units and points in the negative x direction.Use the component method of vector addition to find the magnitude and direction, relative to the positive x axis, of the resultant A vector   has a magnitude of 40.0 units and points 35.0° above the positive x axis.A second vector   has a magnitude of 65.0 units and points in the negative x direction.Use the component method of vector addition to find the magnitude and direction, relative to the positive x axis, of the resultant   =   +   . A) 53.3 units, 141.8° relative to the +x axis B) 53.3 units, 52.1° relative to the +x axis C) 39.6 units, 125.4° relative to the +x axis D) 39.6 units, 54.6° relative to the +x axis E) 46.2 units, 136.0° relative to the +x axis = A vector   has a magnitude of 40.0 units and points 35.0° above the positive x axis.A second vector   has a magnitude of 65.0 units and points in the negative x direction.Use the component method of vector addition to find the magnitude and direction, relative to the positive x axis, of the resultant   =   +   . A) 53.3 units, 141.8° relative to the +x axis B) 53.3 units, 52.1° relative to the +x axis C) 39.6 units, 125.4° relative to the +x axis D) 39.6 units, 54.6° relative to the +x axis E) 46.2 units, 136.0° relative to the +x axis + A vector   has a magnitude of 40.0 units and points 35.0° above the positive x axis.A second vector   has a magnitude of 65.0 units and points in the negative x direction.Use the component method of vector addition to find the magnitude and direction, relative to the positive x axis, of the resultant   =   +   . A) 53.3 units, 141.8° relative to the +x axis B) 53.3 units, 52.1° relative to the +x axis C) 39.6 units, 125.4° relative to the +x axis D) 39.6 units, 54.6° relative to the +x axis E) 46.2 units, 136.0° relative to the +x axis .


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Treasury Stock-Common

Shares of a company's own stock that it has reacquired from shareholders and are considered issued but not outstanding.

Par Common Stock

The nominal or face value of common stock as specified in the corporate charter, which bears no direct relation to its market value.

Purchase Price

The amount of money paid to acquire a good, service, or asset.

Stock Split

An action by a company to divide its existing shares into multiple shares to boost the liquidity of the shares, although not affecting the company's overall market capitalization.

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