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75 POINTS!! HELP PLEASE Find all continuous functions f(t) such that∫(0 to 1) f(t)dt=∫(0 to 1)f(t^2)^2dt + 1/3 write it all in terms of t^2

75 POINTS!! HELP PLEASE Find all continuous functions f(t) such that∫(0 to 1) f(t)dt=∫(0 to 1)f(t^2)^2dt + 1/3 write it all in terms of t^2
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75 POINTS!! HELP PLEASE

Find all continuous functions f(t) such that∫(0 to 1) f(t)dt=∫(0 to 1)f(t^2)^2dt + 1/3

write it all in terms of t^2

User Edouard Thiel
by
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1 Answer

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Answer:

I don't know how to solve this but I just want to say that the first part of it is going to be^2dt

User Xonshiz
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