If 5C 2 3C Then 24C

If 3A=2B=5C,then find ABC. Brainly.in from brainly.in

Introduction

Mathematics is a subject that requires a lot of understanding and practice. It is important for students to understand the concepts and principles behind each problem before attempting to solve them. One of the most common problems that students come across is the statement “if 5c 2 3c then 24c”. In this article, we will discuss the meaning of this statement and provide a solution.

What Does “If 5c 2 3c then 24c” Mean?

The statement “if 5c 2 3c then 24c” is a mathematical expression that is commonly used in algebraic equations. The expression is read as “if 5c is greater than 3c, then 24c is true”. In other words, if the value of 5c is greater than the value of 3c, then the value of 24c is true.

Understanding the Symbols

Before we dive into the solution, it is important to understand the symbols used in the expression. The letter “c” represents a variable, which can take on any value. The number 5 and 3 represent coefficients, which are constants that are multiplied by the variable. The number 24 represents the result or outcome of the expression.

Solution

To solve the expression “if 5c 2 3c then 24c”, we need to determine whether 5c is greater than 3c. If it is, then the statement is true and the value of 24c is also true. If it is not, then the statement is false and the value of 24c is not true. To compare the values of 5c and 3c, we can use simple algebraic equations. We can subtract 3c from both sides of the expression to get: 5c - 3c 2 0 Simplifying the equation, we get: 2c 2 0 Dividing both sides by 2, we get: c 2 0 This means that the value of c must be greater than or equal to 0 for the statement “if 5c 2 3c then 24c” to be true. If c is less than 0, then the statement is false.

Examples

Let’s look at some examples to better understand the solution. If c is equal to 2, then: 5c 2 3c 2 10 2 6 Since 5c is greater than 3c, the statement is true and the value of 24c is also true. Therefore, 24(2) = 48. If c is equal to 0, then: 5c 2 3c 2 0 2 0 Since 5c is not greater than 3c, the statement is false and the value of 24c is not true.

Conclusion

In conclusion, the statement “if 5c 2 3c then 24c” is a mathematical expression that is commonly used in algebraic equations. It is important for students to understand the symbols used in the expression and how to solve it. By using algebraic equations, we can determine whether the statement is true or false based on the value of the variable.