To determine which statement is true, let's convert the values in each statement based on the metric table provided:
-
There are 0.35 hectoliters in 35 deciliters.
- \( 35 , \text{deciliters} = 3.5 , \text{hectoliters} \) (since 1 hectoliter = 100 deciliters)
- So this statement is false.
-
There are 7.62 centiliters in 762 liters.
- \( 762 , \text{liters} = 76,200 , \text{centiliters} \) (since 1 liter = 100 centiliters)
- So this statement is false.
-
There are 6.8 kiloliters in 68 hectoliters.
- \( 68 , \text{hectoliters} = 6.8 , \text{kiloliters} \) (since 1 kiloliter = 100 hectoliters)
- So this statement is true.
-
There are 0.75 deciliters in 7.5 liters.
- \( 7.5 , \text{liters} = 750 , \text{deciliters} \) (since 1 liter = 10 deciliters)
- So this statement is false.
Thus, the true statement is: There are 6.8 kiloliters in 68 hectoliters.