doubling time and growth rate have an inverse (opposite) relationship. as one goes up, the other goes down…

doubling time and growth rate have an inverse (opposite) relationship. as one goes up, the other goes down. what happens to doubling time as the population growth rate increases? doubling time stabilizes. doubling time decreases. doubling time soon stops. doubling time disappears.

doubling time and growth rate have an inverse (opposite) relationship. as one goes up, the other goes down. what happens to doubling time as the population growth rate increases? doubling time stabilizes. doubling time decreases. doubling time soon stops. doubling time disappears.

Answer

Brief Explanations:

The problem states that doubling time and growth rate have an inverse relationship (as one increases, the other decreases). So when the population growth rate increases, the doubling time (being inversely related) should decrease.

Answer:

B. Doubling time decreases.