Plug in fraction help
Introduction for fraction:
We are going to see about the topic of plug in fraction help. Fractions must have of two numbers and is used in addition, subtraction, multiplication and division. The top most value is known as numerator. The bottom value is known as denominator. For example, ½ 1 is numerator and 2 is denominator.
Plug in fraction help
Adding the plug in fraction help:
Both the denominator values are equal, so take it common.
Now, (4 + 3)/9, adding the value in numerator.
Answer is 7/9.
Subtracting the plug in fraction help:
Both the denominator values are equal, so take it common.
Now, (4 - 3)/9, subtracting the value in numerator.
Answer is 1/9.
Multiplying the plug in fraction help:
Reverse the value of denominator fraction and multiply (4/9 ÷ 3/9 = 4/9 * 9/3)
Multiplying the numerators values (4 * 9 = 36)
Multiplying the denominators values (9 * 3 = 27)
Place the value of the product in the numerators over the value of the product in the denominators (36/27)
We can simplify the fraction 36/27 = 4/3.
Example problems for plug in fraction help
Example 1:
Add 1/2 + 3/2 + x. The value of x is 5/2
Solution:
Substitute the value of x in the fraction.
1/2 + 3/2 + 5/2
Take the common denominator 2
= (1 + 3 + 5)/2
= 9/2
Example 2:
Subtract the fraction 19/6 - x. The value of x is 3/6
Solution:
Substitute the value of x in the fraction.
19/6 – 3/6
Take the common denominator 6
= (19 - 3)/6
= 16/6
= 8/3.
We are going to see about the topic of plug in fraction help. Fractions must have of two numbers and is used in addition, subtraction, multiplication and division. The top most value is known as numerator. The bottom value is known as denominator. For example, ½ 1 is numerator and 2 is denominator.
Plug in fraction help
Adding the plug in fraction help:
- The sum of two fractions with the same denominator and add the numerators values over the common denominator.
Both the denominator values are equal, so take it common.
Now, (4 + 3)/9, adding the value in numerator.
Answer is 7/9.
Subtracting the plug in fraction help:
- To subtract of two fractions with the same denominator and add the numerators values over the common denominator.
Both the denominator values are equal, so take it common.
Now, (4 - 3)/9, subtracting the value in numerator.
Answer is 1/9.
Multiplying the plug in fraction help:
- In the fraction, multiplying the value of numerators
- In the fraction, multiplying the value of denominators
- Place the values product of in the numerators over the values of the product in the denominators
- Multiply the numerators (2 * 3 = 6)
- Multiply the denominators (9 * 9 = 81)
- The value of the product in the numerators over the value of the product in the denominators (6/81)
- Reverse the value of denominator fraction and multiply the fractions
- In the fraction, multiplying the value of numerators
- In the fraction, multiplying the value of denominators
- Place the values product of in the numerators over the values of the product in the denominators
Reverse the value of denominator fraction and multiply (4/9 ÷ 3/9 = 4/9 * 9/3)
Multiplying the numerators values (4 * 9 = 36)
Multiplying the denominators values (9 * 3 = 27)
Place the value of the product in the numerators over the value of the product in the denominators (36/27)
We can simplify the fraction 36/27 = 4/3.
Example problems for plug in fraction help
Example 1:
Add 1/2 + 3/2 + x. The value of x is 5/2
Solution:
Substitute the value of x in the fraction.
1/2 + 3/2 + 5/2
Take the common denominator 2
= (1 + 3 + 5)/2
= 9/2
Example 2:
Subtract the fraction 19/6 - x. The value of x is 3/6
Solution:
Substitute the value of x in the fraction.
19/6 – 3/6
Take the common denominator 6
= (19 - 3)/6
= 16/6
= 8/3.