What is expand K(1+1/(Is)+ds) ?

The solution to expand K(1+1/(Is)+ds) is K+K/(Is)+Kds

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expand K(1+1/(Is)+ds)

expand

K (1 + \frac{1}{I s} + d s)

K + \frac{K}{I s} + K d s

Solution steps

K (1 + \frac{1}{I s} + d s)

Distribute parentheses

= K \cdot 1 + K \frac{1}{I s} + K d s

= 1 \cdot K + \frac{1}{I s} K + K d s

Simplify

1 \cdot K + \frac{1}{I s} K + K d s : K + \frac{K}{I s} + K d s

= K + \frac{K}{I s} + K d s

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What is expand K(1+1/(Is)+ds) ?
The solution to expand K(1+1/(Is)+ds) is K+K/(Is)+Kds