Plane Figures Activity

My assignment is dealing with Vectors and Plane Figure Properties. I have provided my mathematical calculations and I would like input regarding the requested guideline structure:

• Provide the full solution, showing all of your steps.
• Include only one step or idea per line.
• Use one equal sign per line.
• Line up equal signs vertically.
• Don't use self-developed short form notations.

OABCDEFGis a parallelepiped.

OA = a, OB = b, and OC = c. E F C D /B h G O a AThe vector OG can be written as a + b because: OG = OA+ AG and AG = OB then OG = OA + OB = atb Can you write the following vectors in terms of a, b, and c? 1. OF 2. AF 3. CB 4. OF 5. EAMCV4U CALCULUS AND VECTORS - PLANE FIGURES ACTIVITY ASSIGNMENT OABCDEFG is a parallelepiped OA = a, OB = b, and OC = c. F F The vector OG can be written as a + b because: OG = 0A + AG and AG = OB D = atb /B b G Assignment: Write the following vectors in a terms of a, b and c Question 1. OE Answer: Using the triangle law of addition for the triangle OCE E F OE = OC + CE and CE = OB since CE = OB, CE| = [OB| D Then OF = c+ b /B b G O a AQuestion 2. AF Answer: Using the triangle law of addition for the triangle AGF AF = AG + GF and GF = OC E F * since GF = OC, |GF| = loc| D Then AF = c + b /B G O a A Question 3. CB Answer: Using the triangle law of addition for the triangle COB CB = OB + BE and OC = BE E F * since OC = BE, |OC| = \\BE| Then CB = c+ b D X /B b G O a AQuestion 4. OF Answer: Using the triangle law of addition for the triangle OAF OF = 0A + AD + DF and AD = OC, and DF = OB . since AD = OC, |AD | = [OC| , and since DF = OB, |DF| = |OB Then OF = a+b+c E F D b G O a A Question 5. EA Answer: Using the triangle law of addition for the triangle ECA EA = EC + OC + 0A and EC = OB since EA = OC, |EA| = |OCI E F Then EA = atb+c D /B G O a A