Fun Math Riddle with Shark and Whale!

What happened when a shark swam to the depth of 275 ft below sea level after sighting a whale?

a. The shark rose 190 ft closer to the surface

b. The shark dived deeper into the sea

c. The shark remained at the same depth

d. The shark changed its direction

Answer:

In the given scenario, the shark was initially 275 ft below sea level and rose 190 ft towards the surface. Hence, the correct integral representation for finding the new depth of the shark is ∫(275 - 190) ft.

Have you ever pondered over a fun math riddle involving a shark and a whale? Well, here's a quirky math problem for you to solve!

When a shark swam to the depth of 275 ft below sea level after sighting a whale, what do you think happened next? The shark actually rose 190 ft closer to the surface. Sounds interesting, right?

To find the new depth of the shark, we need to subtract the distance the shark rose (190 ft) from its initial depth (275 ft below sea level). This mathematical operation is symbolized by the integral representation ∫(275 - 190) ft.

This math problem emphasizes the concept of depth and distance, making it an engaging puzzle to train your brain. So, next time you see a shark and a whale in the sea, you might just be tempted to calculate their positions mathematically!