All Basic Arithmetic Resources
Example Questions
Example Question #6 : Unit Multipliers
How many inches are in yards?
First, convert yards to feet.
Now, convert feet to inches.
Example Question #7 : Unit Multipliers
How many hours are in minutes?
Because there are 60 minutes in an hour, divide 540 by 60.
Example Question #8 : Unit Multipliers
Lucy measured that she needs feet of wood to build her new bed. How many inches of wood should she buy?
To convert from feet to inches, multiply by 12.
Example Question #9 : Unit Multipliers
How many minutes are there in days?
First, convert the number of days into number of hours.
Next, convert the hours into minutes.
Example Question #10 : Unit Multipliers
How many feet are in miles?
feet
feet
feet
feet
feet
feet
When doing unit conversions, it's essential to know how many of the one unit equals how many of the other. In this case, we need to know that feet mile. Therefore, miles equals:
Our final answer is therefore feet.
Example Question #1 : Ratio Tables
Find the value of in the following ratio table:
The numbers on the left side to the numbers on the right side are in a ratio of 1 to 7. In other words, multiply the numbers on the left by 7 to get the numbers on the right.
Using that ratio, we arrive at the following equation for x:
Now, divide both sides by 7.
Example Question #2 : Ratio Tables
Find the value of in the ratio table above.
To find , we can set up the following ratios:
Now, cross-multiply and solve.
Example Question #3 : Ratio Tables
Find the value of in the ratio table above.
To find the multiplier, divide two numbers from the same row:
Now, multiply this by and set that equal to
Divide both sides by
Example Question #2 : Ratio Tables
In the ratio table above, find .
To figure out the ratio, divide the second column by the first.
Since we are multiplying the first column by to get the second column, we can set up the following equation for .
Multiply both sides by 7.
Example Question #4 : Ratio Tables
Find the value of in the ratio table above.
To find , we can set up the following ratio:
Now, cross multiply and solve.