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Simplify:
6(4x-5)

Simplify: $6(4 x-5)$

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Multiply radical expressions

Full solution

Q. Simplify:

6(4 x-5)

Distribute $6$ to terms: First, we distribute the $6$ to both terms inside the parentheses. $6 \times 4x = 24x$ and $6 \times -5 = -30$ . So, $6(4x-5)$ becomes $24x - 30$ .
Check for further simplification: Now, we check if there's anything else to simplify. $\newline$ Nope, that's it! We can't combine $24x$ and $-30$ because they're not like terms.

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