- #1
rodgerst414
- 8
- 0
a=4,b=3 and c=-2
5ab/12-2cb
5ab/12-2cb
it is the first one i just don't know how to put them in the calculator or write them on here.MarkFL said:As posted, it is hard to tell if you mean:
$\displaystyle \frac{5ab}{12}-2cb$
or
$\displaystyle \frac{5ab}{12-2cb}$
Until you learn to use $\LaTeX$, I recommend you use bracketing symbols to make it clear exactly what the denominator is.
If the first choice above is what you intend, then you could type (5ab/12) - 2cb, and if the second choice is what you intend, then you could type (5ab)/(12 - 2cb).
Do you see how that removes the potential ambiguity?
It is the first on you wrote how do you put into a calculator.rodgerst414 said:it is the first one i just don't know how to put them in the calculator or write them on here.
Sorry but this is my first time to do these problems i don't understand.I quit school at a younger age. i am 41 first time in college.This is this the class they put me in.Can you recommend some books for me to learn these kinds of problems.MarkFL said:Okay, you have technically written it correctly then, but there are so many students who would write what you did when they mean the second choice, that it is best to make sure.
Now, given what I told you in your first topic, what do you think you need to do here as the first step?
rodgerst414 said:...Can you recommend some books for me to learn these kinds of problems.
A variable expression is a mathematical statement that contains variables, which are letters or symbols that represent unknown quantities. These expressions can include numbers, operations such as addition and multiplication, and variables.
To evaluate a variable expression, you substitute a given value for each variable and then use the order of operations to simplify the expression. This will result in a numerical value as the solution.
The order of operations for evaluating a variable expression is PEMDAS, which stands for Parentheses, Exponents, Multiplication and Division (from left to right), and Addition and Subtraction (from left to right). This means that operations in parentheses are completed first, followed by any exponents, then multiplication and division, and finally addition and subtraction.
Sure! Let's evaluate the expression 3x + 5 when x = 2. First, we substitute the value of x into the expression, giving us 3(2) + 5. Then, we follow the order of operations and complete the multiplication first, resulting in 6 + 5. Finally, we add the two numbers together to get a final answer of 11. Therefore, when x = 2, the value of the expression 3x + 5 is 11.
Evaluating variable expressions is important because it allows us to find the numerical value of a mathematical statement, which can then be used to solve real-world problems. It also helps us understand the relationship between variables and constants, and how they affect the outcome of a mathematical expression.