Expand and distribute.−5(−3−11g)−5(−3−11g)
To expand and distribute the expression −5(−3−11g)−5(−3−11g), we can use the distributive property, which states that a(b + c) = ab + ac.
Applying the distributive property to the first term, we get:
−5(−3−11g) = −5 * −3 + (−5 * -11g)
= 15 + 55g
= 55g + 15
Applying the distributive property to the second term, we get:
−5(−3−11g) = −5 * −3 + (−5 * -11g)
= 15 + 55g
= 55g + 15
Therefore, the expanded and distributed expression −5(−3−11g)−5(−3−11g) is equal to 55g + 15 + 55g + 15, or 110g + 30.
To expand and distribute the expression −5(−3−11g), we can use the Distributive Property.
We start by distributing −5 to each term inside the parenthesis:
−5 × −3 = 15
−5 × (−11g) = 55g
So, the expression becomes:
15 + 55g
To expand and distribute the expression −5(−3−11g), you can use the distributive property. The distributive property states that when you have a number multiplied by a sum or difference within parentheses, you distribute or multiply the number with each term inside the parentheses.
Let's apply the distributive property to the given expression:
−5(−3−11g) = −5 × −3 + −5 × (−11g)
To simplify, we multiply each term by −5:
= 15 + 55g
So, the expanded and distributed form of −5(−3−11g) is 15 + 55g.