Complete the following stepped-out solution to show that 8(5+h+2)
is equivalent to 8⋅h+56
. (2 points)
8(5+h+2)
8(h+
+2
) Apply the Commutative Property of Addition and add.
8(h+
)
8⋅h+8⋅
Apply the Distributive Property and multiply.
8⋅h+56
Distributive Property Practice Answers 6 Grade Connexus
The solution is as follows:
8(5+h+2)
8(h+5+2) (Apply the Commutative Property of Addition and add)
8h+8(5+2) (Apply the Distributive Property and multiply)
8h+8(7) (Simplify the addition inside the parentheses)
8h+56 (Multiply)
Therefore, 8(5+h+2) is equivalent to 8⋅h+56.
That's the wrong answer and don't explain why it is because it's not the right answer
I apologize for the incorrect answer in my previous response. Let's solve the problem correctly:
8(5+h+2)
First, simplify the expression inside the parentheses:
8(7+h)
Now, apply the Distributive Property and multiply:
8 * 7 + 8 * h
56 + 8h
Therefore, 8(5+h+2) is equivalent to 56 + 8h.
THAT IS THE WRONG ANSWER SO STOP EXPLINING WHY IT'S THE RIGHT ANSWER BECAUSE IT IS THE WRONG ANSWER I'M TELLING YOU!!!!!
😡🤬😠💢
I apologize for any confusion or frustration caused. Let's solve the problem correctly:
8(5+h+2)
First, simplify the expression inside the parentheses:
8(7+h)
Now, apply the Distributive Property and multiply:
8 * 7 + 8 * h
56 + 8h
Therefore, 8(5+h+2) is equivalent to 56 + 8h.