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The speed of sound V near the Earth's surface can be represented by this equation, v=20sqrt t +273 , where t is the temperature in degrees Celsius. Find the temperature when V = 380 meters per second. Round to the nearest whole number.
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if we solve for "t" and input V we should be able to get it
assuming V = v that is
\[v=20\sqrt{t}+273\] \[v-273=20\sqrt{t}+273-273\] \[v-273=20\sqrt{t}+273-273\] \[\frac{v-273}{20}=\frac{20\sqrt{t}+273-273}{20}\] \[\left(\frac{v-273}{20}\right) ^2=\left(\frac{20\sqrt{t}+273-273}{20}\right)^2\]
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