Ratio Tables - Basic Arithmetic
Card 0 of 5
Find the value of 
in the following ratio table:
Find the value of
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.
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.
Compare your answer with the correct one above
Find the value of 
in the ratio table above.
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Find the value of
To find the multiplier, divide two numbers from the same row:
Now, multiply this by 
and set that equal to 
Divide both sides by 
To find the multiplier, divide two numbers from the same row:
Now, multiply this by
Divide both sides by
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In the ratio table above, find 
.
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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.
To figure out the ratio, divide the second column by the first.
Since we are multiplying the first column by
Multiply both sides by 7.
Compare your answer with the correct one above
Find the value of 
in the ratio table above.
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Find the value of
To find 
, we can set up the following ratio:
Now, cross multiply and solve.
To find
Now, cross multiply and solve.
Compare your answer with the correct one above
Find the value of 
in the ratio table above.
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Find the value of
To find 
, we can set up the following ratios:
Now, cross-multiply and solve.
To find
Now, cross-multiply and solve.
Compare your answer with the correct one above