Answer:
The product of (-207+5) (507-65) is the result of multiplying the two expressions in parentheses. To find the product, we can first simplify the expressions in parentheses by adding or subtracting the numbers:
(-207+5) (507-65) = (-202) (442)
Then, we can multiply the two numbers using the distributive property:
(-202) (442) = (-202) (400 + 40 + 2) = (-202) (400) + (-202) (40) + (-202) (2)
Finally, we can multiply each term and add them together:
(-202) (400) + (-202) (40) + (-202) (2) = -80800 - 8080 - 404 = -89,284
Therefore, the product of (-207+5) (507-65) is -89,284.
Explanation: