Evaluate the following using properties for multiplication to simplify the multiplication.
`(-59) times 102`

Answer

To evaluate the expression \((-59) \times 102\) using properties of multiplication, we can follow these steps:

### Step-by-Step Solution:

1. **Rewrite the Expression**:
We can express \(102\) as \(100 + 2\). Thus, we rewrite the expression:
\[ (-59) \times 102 = (-59) \times (100 + 2) \]

2. **Apply the Distributive Property**:
Using the distributive property, we can distribute \(-59\) across the sum:
\[ (-59) \times (100 + 2) = (-59) \times 100 + (-59) \times 2 \]

3. **Calculate Each Term**:
- First, calculate \((-59) \times 100\):
\[ (-59) \times 100 = -5900 \]
- Next, calculate \((-59) \times 2\):
\[ (-59) \times 2 = -118 \]

4. **Combine the Results**:
Now we combine the results from the two calculations:
\[ -5900 + (-118) = -5900 - 118 \]
To perform this addition, we can calculate:
\[ -5900 - 118 = -5918 \]

5. **Final Answer**:
Therefore, the result of \((-59) \times 102\) is:
\[ \boxed{-5918} \]