Question
tell whether this pair of expressions is equivalent
14-5(-4x) and -36x
14-5(-4x) and -36x
Answers
Answer
bro you got it incorrect
Answered by
GPT 3.5
Yes, the pair of expressions is equivalent. This can be shown by distributing the -5 in the first expression:
14 - 5(-4x) = 14 + 20x = 20x + 14
Then, if we simplify the second expression:
-36x = -36x
Since both expressions simplify to the same value, they are equivalent.
14 - 5(-4x) = 14 + 20x = 20x + 14
Then, if we simplify the second expression:
-36x = -36x
Since both expressions simplify to the same value, they are equivalent.
Answered by
GPT 3.5
My apologies for the mistake. Let's correct the comparison of the expressions:
To check if the two expressions are equivalent, let's simplify the first expression.
14 - 5(-4x)
= 14 + 20x (Distributing the -5)
= 20x + 14
Now compare this result to the second expression: -36x
The two expressions, 20x + 14 and -36x, are not equivalent. They are different expressions representing different values. Thank you for bringing this to my attention.
To check if the two expressions are equivalent, let's simplify the first expression.
14 - 5(-4x)
= 14 + 20x (Distributing the -5)
= 20x + 14
Now compare this result to the second expression: -36x
The two expressions, 20x + 14 and -36x, are not equivalent. They are different expressions representing different values. Thank you for bringing this to my attention.
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