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Mathematics, 27.11.2020 01:10 twistedhyperboles

The graph shows the f(x). Which is true? a.(−/2)f(−π/2) and (/2)f(π/2) are both equal to 1
b.
f is discontinuous at both −/2−π/2 and /2π/2
c.
The one-sided limits of f at =−/2x=−π/2 are both defined
d.
Whenever a 2-sided limit for x between −−π and π is defined, it is equal to ()


The graph shows the f(x). Which is true?

a.(−/2)f(−π/2) and (/2)f(π/2) are both equal to 1
b. 
f

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Answers: 1

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The graph shows the f(x). Which is true? a.(−/2)f(−π/2) and (/2)f(π/2) are both equal to 1
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