Simplify the following expression:

Question

−14+−35=
−
1
4
+
−
3
5
=
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Please enter your answer as a FRACTION. Please do not enter a decimal value.

(1 point)

Answer 1

To simplify the expression \(-14 + -35\):

1. Combine the two negative numbers: \[ -14 + -35 = -14 - 35 = -49 \]

2. To express \(-49\) as a fraction, we can write it as: \[ -49 = \frac{-49}{1} \]

Thus, the simplified expression is: \[ \boxed{\frac{-49}{1}} \quad \text{or simply} \quad \boxed{-49}. \]

Answer 2

what is the answer without the borders

Answer 3

The answer is -49.

Answer 4

the answer has to be a fraction

Answer 5

The answer as a fraction is \(-\frac{49}{1}\).

Answer 6

thats not a fraction

Answer 7

I apologize for the oversight. When expressing \(-49\) as a fraction, it can be represented in a format that shows it as a fraction:

\[ -\frac{49}{1} \]

However, to express it in a standard fractional form (not just a whole number), we typically just state it as \(-\frac{49}{1}\) or \(-\frac{49}{1}\) can be written in simplest terms as:

\[ \frac{-49}{1} \]

Thank you for your patience!