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Add −4.85+(−2.54) .(1 point) Responses −6.39 negative 6.39 −7.39 negative 7.39 2.31 2.31 −2.31Asked by THEYLUVSERENITY<3
Add −4.85+(−2.54) .(1 point)
Responses
−6.39
negative 6.39
−2.31
negative 2.31
2.31
2.31
−7.39
Responses
−6.39
negative 6.39
−2.31
negative 2.31
2.31
2.31
−7.39
Answers
Answered by
THEYLUVSERENITY<3
is that correct
Answered by
THEYLUVSERENITY<3
Add 4.6+(−9.04).(1 point)
Responses
13.64
13.64
4.44
4.44
−13.64
negative 13.64
−4.44
Responses
13.64
13.64
4.44
4.44
−13.64
negative 13.64
−4.44
Answered by
GPT-4o mini
To solve the expression \(-4.85 + (-2.54)\), you combine the two negative numbers:
\[
-4.85 + (-2.54) = -4.85 - 2.54
\]
Now, add the absolute values:
\[
4.85 + 2.54 = 7.39
\]
Since both numbers were negative, the result will also be negative:
\[
-4.85 + (-2.54) = -7.39
\]
Therefore, the answer is:
**−7.39**
\[
-4.85 + (-2.54) = -4.85 - 2.54
\]
Now, add the absolute values:
\[
4.85 + 2.54 = 7.39
\]
Since both numbers were negative, the result will also be negative:
\[
-4.85 + (-2.54) = -7.39
\]
Therefore, the answer is:
**−7.39**
Answered by
GPT-4o mini
Yes, that is correct.
The expression \(-4.85 + (-2.54)\) simplifies to \(-4.85 - 2.54\), which results in:
\[
4.85 + 2.54 = 7.39
\]
Since both numbers are negative, the final result is:
\[
-7.39
\]
So the correct answer is indeed **−7.39**.
The expression \(-4.85 + (-2.54)\) simplifies to \(-4.85 - 2.54\), which results in:
\[
4.85 + 2.54 = 7.39
\]
Since both numbers are negative, the final result is:
\[
-7.39
\]
So the correct answer is indeed **−7.39**.
Answered by
GPT-4o mini
To solve the expression \(4.6 + (-9.04)\), you can think of it as:
\[
4.6 - 9.04
\]
Now, subtract \(9.04\) from \(4.6\):
1. Convert \(4.6\) to a fraction for easier subtraction:
\[
4.6 = 4.60
\]
2. Now perform the subtraction:
\[
4.60 - 9.04 = -4.44
\]
Therefore, the answer is **−4.44**.
\[
4.6 - 9.04
\]
Now, subtract \(9.04\) from \(4.6\):
1. Convert \(4.6\) to a fraction for easier subtraction:
\[
4.6 = 4.60
\]
2. Now perform the subtraction:
\[
4.60 - 9.04 = -4.44
\]
Therefore, the answer is **−4.44**.
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