Use the Distributive Property to simplify (–5 – c)( –1). 5 – c 5 + c –5 + c –5 – c
(–5 – c)( –1) simplifies to 5 + c.
To simplify the expression (–5 – c)( –1) using the Distributive Property, we distribute the -1 to both terms inside the parentheses:
(-1) * (-5) + (-1) * c
This gives us:
5 + (-c)
Simplifying further, we get:
5 - c
To simplify the expression (–5 – c)(–1) using the Distributive Property, you need to distribute the –1 to both the terms inside the parentheses.
The Distributive Property states that when you multiply a number by a sum or difference inside parentheses, you need to multiply the number by each term inside the parentheses and then combine the results.
In this case, you need to multiply –1 by both –5 and –c. Applying the Distributive Property yields:
(–5 – c)(–1) = –1 * –5 + –1 * –c
Multiplying –1 by –5 gives you 5, and multiplying –1 by –c gives you +c.
So, the simplified expression is:
(–5 – c)(–1) = 5 + c
Hence, the simplified form of (–5 – c)(–1) using the Distributive Property is 5 + c.