Question

test motion in 2 dimension given the vectors (vec{a}), (vec{b}) and (vec{c}), draw a diagram of (vec{a} + vec{b} + vec{c})

Explanation:

Step1: Place the vectors head - to - tail

First, draw vector \(\vec{a}\). Then, starting from the head of \(\vec{a}\), draw vector \(\vec{b}\). Next, starting from the head of \(\vec{b}\), draw vector \(\vec{c}\).

Step2: Draw the resultant vector

Draw a vector from the tail of \(\vec{a}\) to the head of \(\vec{c}\). This is the vector \(\vec{a}+\vec{b}+\vec{c}\).

Answer:

The resultant vector \(\vec{a}+\vec{b}+\vec{c}\) is drawn from the tail of \(\vec{a}\) to the head of \(\vec{c}\) after placing \(\vec{a}\), \(\vec{b}\), and \(\vec{c}\) head - to - tail.