Finding distance between two origin points; waves

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SUMMARY

The discussion centers on calculating the distance from a boat horn to a submerged scuba diver using the known speed of sound in water, which is 1482 m/s. The diver hears the horn directly above her, while a friend on land, 22.0 m from the boat, also hears it. The horn is positioned 1.2 m above the water's surface. By applying the Pythagorean theorem, users can derive the distance from the horn to the diver using the provided measurements.

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1. A submerged scuba diver hears the sound of a boat horn directly above her on the surface of the lake. At the same time, a friend on dry land 22.0 m from the boat also hears the horn (Figure 1). The horn is 1.2 m above the surface of the water. What is the distance (labelled by"?" in Figure 1) from the horn to the diver? The speed of sound in water vwater = 1482 m/s.

I have absolutely no idea where to start with this. I am completely stumped. Any help would be greatly appreciated
 
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So you know the speed of sound in water (and air, presumably) and you need to know the distance. What bit of information are you missing to convert a speed to a distance?
You should find that you can use the other given data (the friend at 22.0 m on dry land) to calculate this.
 
I really don't know how I missed that.
 

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