Write the sum as a product. Simplify the product.
(-10) + (-10) + (-10) + (-10) + (-10) + (-10)
3(-10) + 2(-10); - 50
6(-10); -60
7(-10); -70
2(-10) + 2(-10) + 2(-10); -58
To write the sum (-10) + (-10) + (-10) + (-10) + (-10) + (-10) as a product, we can write it as (-10) multiplied by the number of terms, which is 6. So the product is 6(-10).
To simplify the product 6(-10), we multiply 6 and -10 which gives us -60. Therefore, the simplified product is -60.
For the sum 3(-10) + 2(-10), we can simplify it as follows:
3(-10) + 2(-10) = -30 + (-20) = -30 - 20 = -50
So, the simplified sum is -50.
Similarly, for the sum 2(-10) + 2(-10) + 2(-10), we can simplify it as follows:
2(-10) + 2(-10) + 2(-10) = -20 + (-20) + (-20) = -20 - 20 - 20 = -60
Therefore, the simplified sum is -60.
To write the sum as a product, you can first simplify the addition of the integers by combining like terms.
The sum (-10) + (-10) + (-10) + (-10) + (-10) + (-10) can be simplified as: 6(-10).
So, the sum (-10) + (-10) + (-10) + (-10) + (-10) + (-10) can be written as the product 6(-10).
To simplify the product, you multiply the coefficient 6 by the value inside the parenthesis (-10):
6(-10) = -60
Therefore, the simplified product is -60.