What is Distributive in Math

Introduction to what is distributive in math:

The distributive is basic law in the math for the binary operation. It is used in the algebra and also the ordinary binary number. Distributive is one of the law in the math for perform the basic operations. Distributive law is based on the order of operation. Distributive is used to do the basic operation to get the correct result for the equation. Looking out for more help on factoring polynomials online in algebra by visiting listed websites.


Distributive law in math:

Take a set S and the two binary operations + and also -.

If the operation is left distributive over + and -, then the given elements are x, y and z of S. The distributive law is,

x- (y +z) = (x-y) + (x-z)

If the operation is left distributive over + and -, then the given elements are x, y and z of S. The distributive law is,

(y +z) -x = (y-z) + (z-x)


Examples for distributive in math:


Example 1 for distributive in math:

Solve the equation 3 (x+7) using the distributive law.

Solution:

The given equation is 3 (x+7).

By the distributive law, x- (y +z) = (x-y) + (x-z).

Multiply the number for both x and also 7 to get the simplified value.

3 (x+7) = 3x + 3(7)

3 (x+7) = 3x + 21

The value for the equation 3 (x+7) is 3x+21.

Example 2 for distributive in math:

Find the value for the equation 3x (13+ 7) using the distributive law.

Solution:

The given equation is 3x (13+ 7).

3x (13+ 7) = (3 x 13) + (3 x 7)

3x (13+ 7) = 39 + 21

3x (13+ 7) = 60

The value for the equation 3x (13+ 7) is 60.

Example 3 for distributive in math:

Find the value for the equation 16 x (16- 10) using the distributive law.

Solution:

The given equation is 16 x (16- 10).

16 x (16- 10) = (16 x 16) - (16 x 10)

16 x (16- 10) = 256 - 160

16 x (16- 10) = 96

The value for the equation 16 x (16- 10) is 96.

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Practice problem for distributive in math:


Find the value for the equation 2- (33 +7).
Answer: 38.

Find the value for 5 x (23 -9) using the distributive law.
Answer: 70.

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