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(10%) Problem 5: Consider three forces.\\ $\vec{F}_1 = (341 \text{ N})\hat{i} + (544 \text{ N})\hat{j}$\\ $\vec{F}_2 = (-154 \text{ N})\hat{i} + (-694 \text{ N})\hat{j}$\\ Note that the components of $\vec{F}_3$ are initially unknown, and the net force is zero.\\ 50% Part (a) What is the magnitude, in newtons, of $\vec{F}_3$?\ $F_3 = $\\ N\ Hints: 0 for a 0% deduction. Hints remaining: 0\ 50% Part (b) What is the direction of $\vec{F}_3$? Express your answer as an angle, in degrees, measured clockwise from the negative x axis.

          (10%) Problem 5: Consider three forces.\\
$\vec{F}_1 = (341 \text{ N})\hat{i} + (544 \text{ N})\hat{j}$\\
$\vec{F}_2 = (-154 \text{ N})\hat{i} + (-694 \text{ N})\hat{j}$\\
Note that the components of $\vec{F}_3$ are initially unknown, and the net force is zero.\\
50% Part (a) What is the magnitude, in newtons, of $\vec{F}_3$?\
$F_3 = $\\
N\
Hints: 0 for a 0% deduction. Hints remaining: 0\
50% Part (b) What is the direction of $\vec{F}_3$? Express your answer as an angle, in degrees, measured clockwise from the negative x axis.

$(10%) Problem 5: Consider three forces.\\ F⃗1 = (341 N)î + (544 N)ĵ F⃗2 = (-154 N)î + (-694 N)ĵ Note that the components of F⃗3 are initially unknown, and the net force is zero. 50% Part (a) What is the magnitude, in newtons, of $\vec{F}3$?\ F3 = NHints: 0 for a 0% deduction. Hints remaining: 0\ 50% Part (b) What is the direction of $\vec{F}3$? Express your answer as an angle, in degrees, measured clockwise from the negative x axis.$

Added by Vanesa A.

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