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Question

Write the value of (^k×^i)^j+^i^k

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Solution

Since (^k×^i)=^j

Now consider (^k×^i)^j+^i^k as shown below:

(^k×^i)^j+^i^k=^j^j+^i^k=1+0=1

Hence, (^k×^i)^j+^i^k=1.

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