?Find the Vector V That Has a Magnitude of 9 $\mathbf { u } = \langle 6 , - 5 \rangle$

question 43

Multiple Choice

?Find the vector v that has a magnitude of 9 and is in the same direction as u,where $\mathbf { u } = \langle 6 , - 5 \rangle$ . ?

• A)? \(\mathbf { v } = \left\langle \frac { 5 \sqrt { 61 } } { 61 } , - \frac { 6 \sqrt { 61 } } { 61 } \right\rangle\)
• B)? \(\mathrm { v } = \left\langle \frac { 45 \sqrt { 61 } } { 61 } , - \frac { 54 \sqrt { 61 } } { 61 } \right\rangle\)
• C)? \(\mathbf { v } = \left\langle \frac { \sqrt { 61 } } { 61 } , - \frac { \sqrt { 61 } } { 61 } \right\rangle\)
• D)? \(\mathbf { v } = \left\langle \frac { 6 \sqrt { 61 } } { 61 } , - \frac { 5 \sqrt { 61 } } { 61 } \right\rangle\)
• E)? \(\mathbf { v } = \left\langle \frac { 54 \sqrt { 61 } } { 61 } , - \frac { 45 \sqrt { 61 } } { 61 } \right\rangle\)

Identify and manage demand fluctuations using safety capacities, inventories, and other measures.

Explore the role of data accuracy and technology like advanced planning systems in enhancing aggregate planning outcomes.

Understand the structural anatomy of the kidney and associated urinary organs.

Identify the microscopic structures within the kidney and their functions.

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Definitions:

Bell-Shape

Describing the graphical shape of a normal distribution curve, which is symmetrical and centered around the mean, tapering off on each side.

Standard Normal

Standard normal refers to a normal distribution with a mean of 0 and a standard deviation of 1.

Area

The quantifiable space within the boundaries of a two-dimensional shape, measured in square units.

Standard Normal

A normal distribution with a mean of 0 and a standard deviation of 1, used as a basis for comparison with other normal distributions.