Using the distributive property to expand 6(3b - 4c), we will have: 18b - 24c
Recall:
- The distributive method or property is given as: a(b + c) = a(b) + a(c)
Apply the distributive method or property, let's expand the expression, 6(3b - 4c) as follows:
6(3b - 4c)
- Multiply every term in the bracket by 6
6(3b - 4c) = 6(3b) - 6(4c)
6(3b - 4c) = 18b - 24c
Therefore, using the distributive property to expand 6(3b - 4c), we will have: 18b - 24c
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