6.3 Vector Addition Assignment Task 1: Expression to simplify Type the expression you were given in...

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6.3 Vector Addition Assignment Task 1: Expression to simplify Type the expression you were given in class here. (Use the fx editor for all math expressions in this assignment. The vector symbol is under the Misc. tab and is called vec.) Aa T Task 2: Simplify the expression Simplify your expression showing each step separately. State the property you use for each step. Aa 3u - (2v-2u) 7 B 3u - (2v-2u) = 3u-2v+2u (Distributive) = 3u+2u-2v (Commutative) = (3u+2u) -2v (Associative) = 5u-2 Prove your expression Construct a vector model that proves the original expression and the simplified version are equivalent. You model should preserve the relationships when vectors and are moved. You can improve your model by adding labels or using colours that make it easier to understand. Begin by copying the given vectors to a new starting point. Task 3 K A D" Vector D 1 Vector 2 D' O Vector Vector2u1 Vector3U D -2V D" FinalAwnser DI QE 8 A AA Task 4: Explanation Explain what your model shows and how it provides a proof for the properties of vector addition. Type your ans As 6.3 Vector Addition Assignment Task 1: Expression to simplify Type the expression you were given in class here. (Use the fx editor for all math expressions in this assignment. The vector symbol is under the Misc. tab and is called vec.) Aa T Task 2: Simplify the expression Simplify your expression showing each step separately. State the property you use for each step. Aa 3u - (2v-2u) 7 B 3u - (2v-2u) = 3u-2v+2u (Distributive) = 3u+2u-2v (Commutative) = (3u+2u) -2v (Associative) = 5u-2 Prove your expression Construct a vector model that proves the original expression and the simplified version are equivalent. You model should preserve the relationships when vectors and are moved. You can improve your model by adding labels or using colours that make it easier to understand. Begin by copying the given vectors to a new starting point. Task 3 K A D" Vector D 1 Vector 2 D' O Vector Vector2u1 Vector3U D -2V D" FinalAwnser DI QE 8 A AA Task 4: Explanation Explain what your model shows and how it provides a proof for the properties of vector addition. Type your ans As

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Stepbystep 1st step Step 12 All steps Our model shows vector addition of two vecto... View the full answer