To explain: The
Answer to Problem 14OE
The statement “The vector joining two lettered points of a parallelogram
Explanation of Solution
Given information:
The vector joining two lettered points of a parallelogram
Consider the provided statement “A parallelogram
Parallelogram has a property that opposite sides of a parallelogram are parallel to each other.
Parallelogram has four sides and four angles, sometimes sides and angles are equal and sometimes they may different.
Each diagonal bisects each other and each diagonal divides the quadrilateral into two equal congruent
Thus the,
Here, The two vectors from a triangle to show the sum vector.
The sum angle is that angle made by when two vectors make a triangle in sequence, the third side that closing the triangle, in the opposite direction of the sequence represents the sum or resultant of two vectors .
The two vectors from a triangle to show the sum vector.
The sum angle is that angle made by when two vectors make a triangle in sequence, the third side that closing the triangle, in the opposite direction of the sequence represents the sum or resultant of two vectors .
Substitute the above both values in the given equation
Thus, the statement, The statement “The vector joining two lettered points of a parallelogram
Chapter 14 Solutions
Algebra and Trigonometry: Structure and Method, Book 2
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