Plane Speed: Calculating Mach with Shockwave Delay

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To calculate the speed of a plane in Mach, given that it passes 900 meters overhead and the shockwave is heard after 2.2 seconds, the speed of sound is 331.4 m/s. The formula for Mach is the speed of the plane divided by the speed of sound. The plane's distance and the time delay can be used to determine its speed, which is approximately 409.08 m/s. Dividing this speed by the speed of sound yields a Mach number of about 1.23. This indicates the plane is flying faster than the speed of sound.
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Homework Statement



A plane passes from 900 meters over my head. I hear the shockwave after 2.2 seconds. At what speed in Mach is the plane flying ? Speed of sound = 331. 4 m/s

Homework Equations



Machs = speed of plane / speed of sound

The Attempt at a Solution



I don't have any clue where to go with this, maybe find the angle of the cone ? it gave me an angle of like .14 degrees and an impossible answer of the plane speed... dah

Thanks in advance
 
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