Jessee corectly used the distributive property to write 4x330 a diffrent way which expression did he write
Jesse correctly used the distributive property to write the expression 4x330 a different way. The expression he wrote is 4(x + 330).
To write 4x330 using the distributive property, Jesse would have multiplied 4x by each term inside the parentheses of the expression 330.
The distributive property states that for any numbers a, b, and c:
a(b + c) = ab + ac
So, applying the distributive property to the expression 4x330, Jesse would have written it as:
4x(300 + 30) = 4x300 + 4x30
Simplifying further:
= 1200x + 120x
Therefore, Jessee would have written the expression 4x330 as 1200x + 120x.
To determine the expression that Jesse wrote using the distributive property for 4x330, we can break it down step by step:
Step 1: Distributive Property
The distributive property states that a number or term outside of parentheses can be multiplied by each term inside the parentheses. In this case, we have 4x multiplied by 330.
Step 2: Apply the Distributive Property
To apply the distributive property, we multiply 4x by each term inside the parentheses:
4x * 330 = (4x * 300) + (4x * 30)
Step 3: Simplify
Now, simplify each term:
(4x * 300) = 1200x
(4x * 30) = 120x
Step 4: Combine the terms
Finally, combine the simplified terms:
1200x + 120x
Therefore, based on the correct application of the distributive property, Jesse would have written the expression 1200x + 120x as a different way to express 4x * 330.