rewrite each problem using the distributive property for the following
9 x 35
8 x 84
3 x 13
9 x 30 + 9 x 5=
8 x 80 + 8 x 4=
3 x 10 + 3 x 3=
what is the answer to 5{45+5}=
3(x - 2y)
how can u solve a distributive math problem of multiplication?
This is when a factor multiples the sum of two numbers, you can multiply each number by the factor and then add the two products. :)
rewrite using the distributive property
8 x a - 5 x a
To rewrite each problem using the distributive property, you need to break down one of the numbers into smaller, easier-to-manipulate components. Here's how you can use the distributive property to rewrite each problem:
1. 9 x 35:
To rewrite this problem using the distributive property, you can break down the number 35 into smaller components. For example, you can break it down into 30 + 5. Then, you can distribute the 9 to each component:
9 x (30 + 5) = (9 x 30) + (9 x 5)
= 270 + 45
= 315
So, 9 x 35 is equal to 315.
2. 8 x 84:
Again, you can break down the number 84 into smaller components, such as 80 + 4. Distribute the 8 to each component:
8 x (80 + 4) = (8 x 80) + (8 x 4)
= 640 + 32
= 672
Therefore, 8 x 84 is equal to 672.
3. 3 x 13:
Since 13 is already a small number, we can use it as it is. Distribute the 3 to 13:
3 x 13 = 3 x (10 + 3)
= (3 x 10) + (3 x 3)
= 30 + 9
= 39
Hence, 3 x 13 is equal to 39.
By breaking down one of the numbers and distributing the other number to the components, you can use the distributive property to rewrite the given problems.