Sign In
Ask Question
Cha Cha
Mathematics
4 September, 08:51
8 (6q - 9) and 48q - 72 are they equivalent
+5
Answers (
1
)
Irvin Hendricks
4 September, 09:08
0
Answer: Yes
Explanation: To find out if 8 (6q - 9) is equivalent to 48q - 72, we can use the distributive property which is a form of multiplication.
The distributive property tells us that if we're given an
expression such as 8 (6q - 9), we can multiply the 8 by
both the 6q and the - 9 to get 48q - 72.
Since 48q - 72 is the same as 48q - 72,
we know that they are equivalent.
Comment
Complaint
Link
Know the Answer?
Answer
Not Sure About the Answer?
Find an answer to your question 👍
“8 (6q - 9) and 48q - 72 are they equivalent ...”
in 📗 Mathematics if the answers seem to be not correct or there’s no answer. Try a smart search to find answers to similar questions.
Search for Other Answers
You Might be Interested in
Perform the indicated operation. (3 + i) + (5 + 7i) =
Answers (1)
Which of the following shows the division problem below in synthetic division form? 5x + 9x - 6 X+2
Answers (1)
What is the solution to this inequality 2 (x-4) + 14< = x-1
Answers (1)
164 less than the product of 82 and a number is 738
Answers (1)
The cost of equal priced DVDs and the number purchased is linear or not?
Answers (1)
New Questions in Mathematics
24 songs to 78 songs
Answers (1)
Mai worked for 12 hours each day for 8 days. Then the next day she worked 7 hours. How many hours did Mai work in all?
Answers (1)
Using the expression 7x = 3y, if y is 35, what is x
Answers (2)
10x^2-3x-1 axis of symmetry
Answers (2)
Grayson is deciding which meat to get at the grocery store. If he buys bacon is 82%. If he brings home the bacon, there is a 60% chance that his roommate will eat it. What is the probability that Grayson buys bacon and his roommate eats it?
Answers (1)
Home
»
Mathematics
» 8 (6q - 9) and 48q - 72 are they equivalent
Sign In
Sign Up
Forgot Password?