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Question

Mathematics Question on Vector Algebra

Find the values of x and y so that the vectors 2i^+3j^2 \hat {i} +3\hat{j} and xi^+yj^x \hat {i} +y\hat{j} are equal.

Answer

The two vectors 2i^+3j^2 \hat {i} +3\hat{j} and xi^+yj^x \hat {i} +y\hat{j} will be equal if their corresponding components are equal.

Hence, the required values of x and y are 2 and 3 respectively.