Introduction of doing math problems:
Math is very important term in our day to day life. We have different concepts in math. And commonly formulas are used to solve the complex problems .We have various types of formulas in math. Algebra is the one of the important terms in mathematics. Here we are going to see some example math problems. Is this topic Calculus Problem hard for you? Watch out for my coming posts.
Doing math problems:
Doing simple algebra problem:
Example 1:
g- 43 = 604.
Solution:
Step 1: g - 43 = 604.
Step 2: g - 43+ 43 = 604 + 43. (Add 43on both the sides).
Step 3: g = 647(so, the value of g is 647).
Doing simplification in algebra:
Example 2:
Given:
20x-5(12x-10x+2) +4x.
Solution:
Step 1: First we need to simplify the brackets. So we multiply (12x-10x+2) with 5
Step 2: So,20x-60x+50x-10+4x
Step 3: It can be written as 20x-60x+50x-10+4x
Step 4: So, the answer is 14x-10.
Doing parenthesis problem in math :
Example 3:
Given :
(14/2) * (45-9)
Solution :
Step 1: First we need to simplify the parenthesis ,so
Step 2: We get 14/2 = 7 and (45-9) =36.
Step 3: Here we need to multiply 7*36.
Step 4: So, the answer is 252.
More math problems
Doing inequality problem in math
Example 4:
Solve for 4(a+1) <2a br="">
Solution:
Step 1: It can be written as 4a+4<2a 2a="" both="" br="" on="" sides="" the="" ubtract="">
Step 2:4a+4-2a<2a-2a br="">
Step 3:2a+4<3 4="" both="" br="" on="" sides="" subtract="" the="">
Step 4:2a+4-4<3-4 .="" br="">
Step 5:2a<-1 .so="" a="-1/2.<br">
I have recently faced lot of problem while learning how to factor polynomial, But thank to online resources of math which helped me to learn myself easily on net.
Doing subtracting algebraic expression in math:
Example 5:
Given:
Subtract 24ab – 10b – 18a from 30ab + 12b + 14a.
Solution:
30ab + 12b + 14a – (24ab – 10b – 18a)
Step1: 30ab + 12b + 14a – 24ab + 10b + 18a
Step2:30ab – 24ab + 12b + 10b + 14a + 18a
Step 3:6ab + 22b + 32a.
Adding polynomials in math :
Example 6:
(6x+7y) + (2x+1y)
Solution:
Step 1: First we need to clear the parenthesis so, 6x+7y+2x+1y.
Step 2: Now we need to combine the like terms, so 6x+2x+7y+1y.
Step 3: Here we need to add the like terms, so 8x+8y.
Step 4: So the answer is 8(x+y).-1>3-4>3>2a-2a>2a>2a>
Math is very important term in our day to day life. We have different concepts in math. And commonly formulas are used to solve the complex problems .We have various types of formulas in math. Algebra is the one of the important terms in mathematics. Here we are going to see some example math problems. Is this topic Calculus Problem hard for you? Watch out for my coming posts.
Doing math problems:
Doing simple algebra problem:
Example 1:
g- 43 = 604.
Solution:
Step 1: g - 43 = 604.
Step 2: g - 43+ 43 = 604 + 43. (Add 43on both the sides).
Step 3: g = 647(so, the value of g is 647).
Doing simplification in algebra:
Example 2:
Given:
20x-5(12x-10x+2) +4x.
Solution:
Step 1: First we need to simplify the brackets. So we multiply (12x-10x+2) with 5
Step 2: So,20x-60x+50x-10+4x
Step 3: It can be written as 20x-60x+50x-10+4x
Step 4: So, the answer is 14x-10.
Doing parenthesis problem in math :
Example 3:
Given :
(14/2) * (45-9)
Solution :
Step 1: First we need to simplify the parenthesis ,so
Step 2: We get 14/2 = 7 and (45-9) =36.
Step 3: Here we need to multiply 7*36.
Step 4: So, the answer is 252.
More math problems
Doing inequality problem in math
Example 4:
Solve for 4(a+1) <2a br="">
Solution:
Step 1: It can be written as 4a+4<2a 2a="" both="" br="" on="" sides="" the="" ubtract="">
Step 2:4a+4-2a<2a-2a br="">
Step 3:2a+4<3 4="" both="" br="" on="" sides="" subtract="" the="">
Step 4:2a+4-4<3-4 .="" br="">
Step 5:2a<-1 .so="" a="-1/2.<br">
I have recently faced lot of problem while learning how to factor polynomial, But thank to online resources of math which helped me to learn myself easily on net.
Doing subtracting algebraic expression in math:
Example 5:
Given:
Subtract 24ab – 10b – 18a from 30ab + 12b + 14a.
Solution:
30ab + 12b + 14a – (24ab – 10b – 18a)
Step1: 30ab + 12b + 14a – 24ab + 10b + 18a
Step2:30ab – 24ab + 12b + 10b + 14a + 18a
Step 3:6ab + 22b + 32a.
Adding polynomials in math :
Example 6:
(6x+7y) + (2x+1y)
Solution:
Step 1: First we need to clear the parenthesis so, 6x+7y+2x+1y.
Step 2: Now we need to combine the like terms, so 6x+2x+7y+1y.
Step 3: Here we need to add the like terms, so 8x+8y.
Step 4: So the answer is 8(x+y).-1>3-4>3>2a-2a>2a>2a>
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