This is not true. Correlation means that there is some kind of relation between two variables(for example, how they change over time) but it says nothing about the mechanics of the relation, which is the causation.
Let me investigate this example:
the observation: Students who watch less TV have better grades.
It's not like pirates v.s. global warming, it actually makes sense at first and if you are the minister of education whose goal is to increase the grades among students and you don't have an idea about "Correlation does not imply causation" principle you may actually suggests to ban TV's to improve the education. You can even draw a fancy graph to support your idea.
However, after further investigation you may find out that this would not work because it's not the TV that is causing the lower grades. Maybe the better students tend to watch less TV because they prefer to read books instead of watching TV.
This time it may seem to suggests the opposite: Increasing the students success in school reduces the time the TV is watched. However after even further investigation you may find out that your better students are from poor families(maybe the schools in your country are accepting the best students without tuition and are not selective about these who can pay) that just don't have a TV set, or maybe these better students also need work part-time to support their families, thus they just don't have time for TV.
Thus, you can't really change one value by synthetically manipulating the other one. Turns out, the correlation did not meant causation.