Let Prove that F(x) and y = cosh 1 x differ by a constant by showing that
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Let
Prove that F(x) and y = cosh−1 x differ by a constant by showing that they have the same derivative. Then prove they are equal by evaluating both at x = 1.
Transcribed Image Text:
F(x)=x√x²-1-2 -²5₁ ✓ S √₁² - 1 dt
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Let Then Also cosh x differ by a constant dF dx x1 Fxx...View the full answer
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