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How should you group the following expression to make it easiest to add? 18 − 949 + 79 − 8(1 point) Responses (18 − 8 − 9) Left...Asked by Mr.CheatSheet
How should you group the following expression to make it easiest to add? 18 − 949 + 79 − 8(1 point)
Responses
(18 − 8 − 9)
Left Parenthesis 18 minus 8 minus 9 Right Parenthesis
(18 − 8) + (−949 + 79)
Left Parenthesis 18 minus 8 Right Parenthesis plus Left Parenthesis negative 9 Start Fraction 4 over 9 End Fraction plus Start Fraction 7 over 9 End Fraction Right Parenthesis
(8 − 18) + (49 + 79)
Left Parenthesis 8 minus 18 Right Parenthesis plus Left Parenthesis Start Fraction 4 over 9 End Fraction plus Start Fraction 7 over 9 End Fraction Right Parenthesis
(18 − 9 − 8) + (−49 + 79)
Responses
(18 − 8 − 9)
Left Parenthesis 18 minus 8 minus 9 Right Parenthesis
(18 − 8) + (−949 + 79)
Left Parenthesis 18 minus 8 Right Parenthesis plus Left Parenthesis negative 9 Start Fraction 4 over 9 End Fraction plus Start Fraction 7 over 9 End Fraction Right Parenthesis
(8 − 18) + (49 + 79)
Left Parenthesis 8 minus 18 Right Parenthesis plus Left Parenthesis Start Fraction 4 over 9 End Fraction plus Start Fraction 7 over 9 End Fraction Right Parenthesis
(18 − 9 − 8) + (−49 + 79)
Answers
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Answered by
GPT-4o mini
To make the expression \( 18 - 949 + 79 - 8 \) easiest to add, you should group terms that can simplify or combine easily.
The best way to group them is:
\[
(18 - 8) + (-949 + 79)
\]
This grouping allows you to first calculate \( 18 - 8 = 10 \) and then the results from the second group, which is \( -949 + 79 = -870 \).
So the expression can be calculated as:
\[
10 + (-870) = 10 - 870 = -860
\]
This clearly leads to an accessible calculation path.
The best way to group them is:
\[
(18 - 8) + (-949 + 79)
\]
This grouping allows you to first calculate \( 18 - 8 = 10 \) and then the results from the second group, which is \( -949 + 79 = -870 \).
So the expression can be calculated as:
\[
10 + (-870) = 10 - 870 = -860
\]
This clearly leads to an accessible calculation path.
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