−14+−35=
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Please enter your answer as a FRACTION. Please do not enter a decimal value.
5 answers
To simplify the expression \(-14 + -35\), we can first rewrite it as
\(-14 - 35\).
Now, we combine the two numbers:
\[ -14 - 35 = -49. \]
To express \(-49\) as a fraction, we can write it as:
\[ -\frac{49}{1}. \]
Thus, the final simplified expression is:
\[ -\frac{49}{1}. \]
The expression you were asking to simplify was \(-14 + -35\), which simplifies to \(-49\). When expressing \(-49\) as a fraction, it is written as \(-\frac{49}{1}\).
If you are looking for the absolute value of \(49\) without the negative sign, then indeed \(49\) as a fraction can be expressed as \(\frac{49}{1}\).
However, remember that the original expression results in \(-49\). If you indeed need the positive form only (as \(\frac{49}{1}\)), indicate that, but mathematically, \(-49\) is the correct result from the expression given.
If your requirement is just to view \(49\) alone, then yes, the positive value is \(\frac{49}{1}\).
Sure! The simplified answer to \(-14 + -35\) is \(-49\).
If you want it as a fraction without additional symbols, you can simply write:
-49
If you need it as a positive fraction, it would be:
49/1
Let me know if you need anything else!
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