lf $\to A = 4^i + 2^j + 6^k$ , set the following values in increasng order.
a) $\to A .^i$
b) $\to A .^j$
c) $\to A .^k$

a, b, c

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b, c, a

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a, c, b

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b, a, c

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Solution

The correct option is C b, a, c
$\to A = 4^i + 2^j + 6^k \to A .^i = 4 (^i \cdot^i) + 2 (^j \cdot^i) + 6 (^k \cdot^i) = 4 \to A .^j = 4 (^i \cdot^j) + 2 (^j \cdot^j) + 6 (^k \cdot^j) = 2 \to A .^k = 4 (^i \cdot^k) + 2 (^j \cdot^k) + 6 (^k \cdot^k) = 6$

Suggest Corrections

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