Solution Found!
a. Write vector C in component form.________________b.
Chapter 3, Problem 13E(choose chapter or problem)
Let \(\vec{A}=4 \hat{\imath}-2 \hat{\jmath}, \vec{B}=-3 \hat{\imath}+5 \hat{\jmath}\), and \(\vec{C}=\vec{A}+\vec{B}\).
a. Write vector \(\vec{C}\) in component form.
b. Draw a coordinate system and on it show vectors \(\vec{A}, \vec{B}\), and \(\vec{C}\).
c. What are the magnitude and direction of vector \(\vec{C}\) ?
Equation Transcription:
Text Transcription:
^vec A=4 ^hat i-2 ^hat j, B=3 ^hat i+5 ^hat j
^vec C=^vec A+^vec B
Cu
^vec A, ^vec B, ^vec C
^vec C
Questions & Answers
QUESTION:
Let \(\vec{A}=4 \hat{\imath}-2 \hat{\jmath}, \vec{B}=-3 \hat{\imath}+5 \hat{\jmath}\), and \(\vec{C}=\vec{A}+\vec{B}\).
a. Write vector \(\vec{C}\) in component form.
b. Draw a coordinate system and on it show vectors \(\vec{A}, \vec{B}\), and \(\vec{C}\).
c. What are the magnitude and direction of vector \(\vec{C}\) ?
Equation Transcription:
Text Transcription:
^vec A=4 ^hat i-2 ^hat j, B=3 ^hat i+5 ^hat j
^vec C=^vec A+^vec B
Cu
^vec A, ^vec B, ^vec C
^vec C
ANSWER:
Step 1 of 5
We are required to write the components of \(\vec{C}\)
We need to draw the \(\vec{A}, \vec{B}\) and \(\vec{C}\) on coordinate system
We are required to find the magnitude and direction of \(\vec{C}\)