All GED Math Resources
Example Questions
Example Question #21 : Operations With Negative Numbers
An airplane takes off from Death Valley, which is 282 feet below sea level. It ascends 12,879 feet before leveling off, then it ascends 4,276 feet; it finally descends 1,874 feet. Which of the following expressions is equal to the plane's current elevation in feet?
The initial elevation of the plane is 282 feet below sea level, which is feet in elevation. Ascent is an increase in elevation and descent is a decrease, so, to the elevation, in turn, add 12,879 feet, add 4,276 feet, and subtract 1,874 feet.
This expression is
.
Example Question #22 : Operations With Negative Numbers
How many of these statements are correct?
I)
II)
III)
One
None
Two
Three
Two
The absolute value of positive number is the number itself, so . Of the three numbers , 7 is not less than 7 itself, but the other two are.
Example Question #23 : Operations With Negative Numbers
Evaluate:
Do not use a calculator.
To divide two numbers of like sign, just divide their absolute values; their quotient will be positive.
Example Question #303 : Ged Math
Solve:
When a negative number is subtracted with a positive number, we will have an increasingly negative number.
Double negative signs will translate into a positive sign.
Sum the two numbers.
The answer is:
Example Question #24 : Operations With Negative Numbers
Solve:
Evaluate the terms in the parentheses first. Double negatives will turn into a positive.
Simplify this expression.
The answer is:
Example Question #25 : Operations With Negative Numbers
Evaluate:
A positive and a negative sign will be combined as a negative.
When a negative number is subtracted, it becomes increasingly negative.
The answer is:
Example Question #26 : Operations With Negative Numbers
Evaluate:
Double negatives can be converted to a positive sign.
Compute the sum.
The answer is:
Example Question #142 : Basic Operations
Simplify the following:
Begin by simplifying everything that is found in parentheses:
Next, perform the subtraction in the numerator:
Although you cannot simplify the fraction, you can cancel out the negatives since you have a negative in both the numerator and the denominator. Thus, your answer is:
Example Question #143 : Basic Operations
Simplify the following:
Okay, this is complex. However, just do it step by step and you will surely get it correct! First, handle everything in parentheses:
Next, simplify each of the smaller fractions:
Now, remember that to divide two fractions, you need to multiply by the reciprocal, this means:
You don't have to do any more work, however! The answer is, of all things, ! This is because the first fraction is equal to .
Example Question #27 : Operations With Negative Numbers
Subtract:
Convert double negatives to a positive sign.
Add and these numbers.
The answer is:
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