Answers For Parentheses

Introduction :

Parentheses are defined as the process of the symbols “(” and “)”. It can be generally used in grouping. Different types of parentheses are "[ ]”, " ","( )". These three types of parentheses are called as round brackets, curved brackets and oval brackets or just brackets. It can be used to mention the modifications of normal order of operations. Parenthesis is the single type of parentheses.


Example problems for answers for parentheses:

Some example problems for answers for parentheses are

Example 1:

Given:

(8+5) * (7-3)

Solution:

Step 1:

First we need to simplify the parenthesis

Step 2:

So, (8+5) = 13 and (7-3) = 4.

Step 3:

Now we have 13 * 4 = 52.

Solution to the problem is 52

Example 2:

Given:

(28+4) -5.

Solution:

Step 1:

First we need to simplify the parenthesis so,

Step 2:

(28+4) = 32.

Step 3:

Now we need to subtract 5 from 32.

Step 4:

so we get 32 -5 =27.

Solution to the problem is 27.

Example 3:

Given:

6+ (4+2).

Solution:

Step 1:

Here first we need to simplify (4+2) =6.

Step 2:

Now we need 6 with 6.

Step 3:

6+ (6) the answer is 12.

Solution to the problem is 12.

Example 4:

Given:

2x + 4xy + 5x (y + z).

Solution:

Step 1:

From this question, first we need to simplify the brackets so,

Step 2:

we multiply (y + z) with 5x. So we get 5xy +5xz.

Step 3:

Now we have 2x + 4xy + 5xy + 5xz.

Step 4:

When we add like terms we get 2x + 9xy + 5xz.

Solution to the problem is 2x + 9xy + 5xz.

Example 5:

Given:

(5*12) +11+36.

Solution:

Step 1:

First we need to simplify the parenthesis, So (5*12) = 60.

Step 2:

Now we can add 11 and 36 with 60.

Step 3:

60 + 11 + 36

Solution to the problem is 107. Understanding Decimal to Fraction Converter is always challenging for me but thanks to all math help websites to help me out.


Practice problems for answers for parentheses:

Some practice problems for answers for parentheses are

1. Simplify the parentheses (52 +12) - (12 + 10)

Answer to the problem is 40.

2. Simplify the parentheses (5 + 3) × (2 + 8)

Answer to the problem is 128.