Give a counterexample showing that the statement "If $\mathbf { a } \times \mathbf { b } = \mathbf { a } \times \mathbf { c }$ , then b = c" is not always true.

Name: Give a counterexample showing that the statement "If $\mathbf { a } \times \mathbf { b } = \mathbf { a } \times \mathbf { c }$ , then b = c" is not always true.
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The Answer of Give a counterexample showing that the statement "If $\mathbf { a } \times \mathbf { b } = \mathbf { a } \times \mathbf { c }$ , then b = c" is not always true.

Give a Counterexample Showing That the Statement "If a×b=a×c\mathbf { a } \times \mathbf { b } = \mathbf { a } \times \mathbf { c }a×b=a×c

Give a Counterexample Showing That the Statement "If $\mathbf { a } \times \mathbf { b } = \mathbf { a } \times \mathbf { c }$