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The problem asks how far the tree frog can jump if it can jump up to 150 times its body length. The body length of the tree frog is given as 5 cm.

To find out how far the tree frog can jump, we multiply its body length by 150:

\[
\text{Jump distance} = 150 \times \text{body length}
\]
\[
\text{Jump distance} = 150 \times 5 \, \text{cm} = 750 \, \text{cm}
\]

Thus, the tree frog can jump **750 cm** (or **7.5 meters**).

Would you like further details or explanations? Here are five related questions to deepen understanding:

1. How does the jump capability of a frog compare to other animals, like kangaroos or fleas?
2. If a frog's body length were doubled, how would that affect the distance it can jump?
3. What is the significance of comparing animals’ jumping ability to their body length?
4. How can we convert the frog's jumping distance into other units like meters or inches?
5. If another species of frog could jump only 100 times its body length, how far could it jump if its body length was 8 cm?

**Tip:** To better understand proportional relationships, practice converting between units and comparing different animals' capabilities relative to their body sizes.

A red tree frog can jump up to 150 times its body length. How far can this tree frog jump if its body length is 5 cm?

Find out how far a red tree frog can jump, given that it can leap up to 150 times its body length. With a body length of 5 cm, the solution provides a step-by-step approach for calculating the total jump distance. Perfect for Grades 4-6.

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