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Find th product of S power of 2 , -sm, sm power3n?
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Find th product of S power of 2 , -sm, sm power3n?



Product of S power of 2, -sm, sm power3n

Explanation:
1. S power of 2: This term represents the square of S, which can be calculated by multiplying S by itself.
2. -sm: This term represents the product of -s and m.
3. sm power3n: This term represents the cube of sm, which can be calculated by multiplying sm by itself three times.
4. To find the product of these terms, we simply multiply them together:
S^2 * (-sm) * (sm)^3n
= S^2 * (-sm) * (sm)^(3n)
= S^2 * (-sm) * s^3n * m^3n
= -S^2 * s^(3n+1) * m^(3n)
5. Therefore, the product of S power of 2, -sm, and sm power3n is -S^2 * s^(3n+1) * m^(3n).

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Find th product of S power of 2 , -sm, sm power3n?
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