Fractions are an essential part of our daily lives, representing parts of a whole. 7.5 is a common fraction that often arises in various contexts. This article aims to provide a thorough understanding of 7.5 as a fraction, covering its conversion methods, applications, and practical examples.
To convert a decimal to a fraction, we multiply it by 100%.
7.5 * 100% = 750%
The result represents the numerator of the fraction. Adding 100 as the denominator gives us:
7.5 = 750% / 100% = **750/100**
We can simplify the fraction by dividing both the numerator and denominator by their greatest common factor (GCF), which is 5.
750/100 = (750 ÷ 5) / (100 ÷ 5) = **150/20**
Therefore, 7.5 is equivalent to the fraction 150/20.
7.5 as a fraction represents 750%. This concept is widely used in various fields, such as:
In probability and statistics, 7.5 as a fraction is expressed as 0.075 or 7.5%. It represents a probability or proportion of 7.5 out of 100.
Suppose you purchased items worth $100 at a store with a 7.5% sales tax.
A deck of cards contains 10 blue cards and 40 cards in total.
Suppose you want to divide a pizza equally between 12 friends.
A: 150/20 or 3/4
A: Multiply by 100% and simplify: 0.075 x 100% = 75/100 = 3/4
A: 7.5%
A: Divide the part by the whole, for example: 5/12 represents 5 parts out of a total of 12 parts.
A: 1/2 or 50%
2024-10-02 09:01:08 UTC
2024-10-02 09:03:48 UTC
2024-10-02 08:47:21 UTC
2024-10-02 08:54:03 UTC
2024-10-02 09:10:35 UTC
2024-10-02 10:41:50 UTC
2024-10-02 09:16:31 UTC
2024-10-02 08:44:42 UTC
2024-10-02 09:07:15 UTC
2024-10-02 08:56:49 UTC
2024-10-02 08:44:41 UTC
2024-10-02 08:48:58 UTC
2024-10-02 08:52:25 UTC
2024-10-02 09:02:45 UTC
2024-10-02 09:11:29 UTC
2024-10-02 09:16:37 UTC
2024-10-02 09:33:20 UTC
2024-10-02 09:43:19 UTC
2024-10-16 09:08:41 UTC
2024-10-16 09:08:13 UTC
2024-10-16 09:08:06 UTC
2024-10-16 09:07:50 UTC
2024-10-16 09:07:40 UTC
2024-10-16 09:07:15 UTC
2024-10-16 09:07:06 UTC