22.L. Let g be monotone increasing on J. If f and h are integrable with respect to g on J, then their product fh is also integrable. (Hint: 2fh = (f + h)² – f – h?.) If f and fh are known to be integrable, does it follow that h is integrable? %3D

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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22.L

which is such that f° is Kiemann integrab
22.L. Let g be monotone increasing on J. If f and h are integrable with respect
to g on J, then their product fh is also integrable. (Hint: 2fh
f? – h?.) If f and fh are known to be integrable, does it follow that h is integrable?
(f + h)? –
%3D
-
I TE f ia
Transcribed Image Text:which is such that f° is Kiemann integrab 22.L. Let g be monotone increasing on J. If f and h are integrable with respect to g on J, then their product fh is also integrable. (Hint: 2fh f? – h?.) If f and fh are known to be integrable, does it follow that h is integrable? (f + h)? – %3D - I TE f ia
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