All GED Math Resources
Example Questions
Example Question #521 : Ged Math
Simplify:
Recall your exponent rules and order of operations. Start by simplifying the parenthetical term.
Recall that when you have terms with the same base but different exponents being divided, you will need to subtract the exponent found in the denominator from the exponent found in the numerator.
Example Question #192 : Complex Operations
Simplify the following expression:
Undefined.
Simplify the following expression:
To simplify this expression, we need to cancel out our common terms. In order to do so, we need to subtract the exponents, and treat the coefficients (whole numbers) like a regular fraction.
So, we can rewrite our expression as follows:
Now, we can simplify this further by dropping the exponent on the x (an exponent of 1 is the same as the variable by itself). And by dropping the y entirely (an exponent of 0 means that the term is just 1).
So, we get:
Example Question #193 : Complex Operations
Simplify
It is already simpified
Recall that when you have a power to a power, you can simplify by multiplying the powers. Let's use that to simplify the numerator and the denominator.
Now recall that when you have two powers with the SAME base in the numerator and denominator, you can simplify by subtracting the exponents.
Example Question #522 : Ged Math
Simplify:
An alternate solution is:
Example Question #523 : Ged Math
Simplify:
Example Question #524 : Ged Math
Simplify:
Example Question #525 : Ged Math
Simplify:
Example Question #526 : Numbers And Operations
Simplify:
Example Question #527 : Numbers And Operations
Refer to the above number line. What point most likely represents the square root of 280?
Do not use a calculator.
Therefore, ,
making the correct choice .
Example Question #522 : Ged Math
Simplify:
Do not use a calculator.
The expression is in simplest form.
The prime factorization of 48 is
.
Rewrite, and use the product of radicals property to simplify: