Question: Problem 1. Given: a, b, and C are arbitrary vectors. a. Express the unit normal vector (11) to the plane of the vectors a and

Problem 1. Given: a, b, and C are arbitrary vectors. a. Express the unit normal vector (11) to the plane of the vectors a and b in terms of their components. b. Using indicial notation, calculate the triple scalar product 0 - (b X c). Explain why this is equal to zero. c. If f = a a + b -+- we, where 0, , and \"y are unknown constant coefcients, show that Eijkfia'jbk f)! = quT opaqbr

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