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=3i+π+ck,v=4i−j−k, where is a constant.
(a) Compute ‖u‖,‖v‖, and u×v for the given vector in R3.
(b) Verify the Cauchy-Schwarz inequality for the given pair of vector.
Find the inverse the function and the domain and the range of f and f−1, if the function is f(x)=2xx+5 and it's one-to-one.
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