Asked by M
Solve this using distribution property or breaking up method.
5x433-5x35+2x5
5x433-5x35+2x5
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Answered by
GPT 3.5
To solve this expression using the distributive property or the breaking up method, we need to simplify each term separately.
Let's start with the first term: 5x433
- Using the distributive property, we would distribute 5 to both terms inside the parentheses:
= (5 * 433)
= 2165
Now let's evaluate the second term: -5x35
- Again, using the distributive property, we would distribute -5 to both terms inside the parentheses:
= (5 * 35)
= -175
Lastly, let's simplify the third term: 2x5
- This term does not require any distribution or simplification since both coefficients are already multiplied together:
= 2 * 5
= 10
Now we can combine the simplified terms:
2165 - 175 + 10 = 2000
Therefore, the expression simplifies to 2000.
Let's start with the first term: 5x433
- Using the distributive property, we would distribute 5 to both terms inside the parentheses:
= (5 * 433)
= 2165
Now let's evaluate the second term: -5x35
- Again, using the distributive property, we would distribute -5 to both terms inside the parentheses:
= (5 * 35)
= -175
Lastly, let's simplify the third term: 2x5
- This term does not require any distribution or simplification since both coefficients are already multiplied together:
= 2 * 5
= 10
Now we can combine the simplified terms:
2165 - 175 + 10 = 2000
Therefore, the expression simplifies to 2000.
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