Write the Vector V in the Form Ai + Bj $$\| \mathbf { v } \| = 14 , \quad \alpha = 0 ^ { \circ }$$

question 138

Multiple Choice

Write the vector v in the form ai + bj, given its magnitude v and the angle  it makes with the positive x-axis.
- $$\| \mathbf { v } \| = 14 , \quad \alpha = 0 ^ { \circ }$$

• A) \(v = 14 \mathbf { i }\)
• B) \(v = 14 i + 14 j\)
• C) \(\mathbf { v } = 14 \mathbf { j }\)
• D) \(\mathbf { v } = - 14 \mathrm { j }\)

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Definitions:

Middle Term

In a syllogism, the term that appears in both premises but not in the conclusion, serving as the link between the major and minor premises.

Categorical Syllogism

A form of deductive reasoning consisting of three propositions: two premises and a conclusion, each stating something about categories of things.

Mood

In logic, the mood of a categorical syllogism refers to the arrangement or type of the categorical propositions (A, E, I, O) it contains.

Premises

Statements or propositions that provide the basis for a conclusion in an argument.