باقي لي هذا السؤال في الاسايمنت ما فهمته في الكالكلوس 1 وارجو اللي يعرف يحله يكتب الحل:::
Prove: If f and g are continous on [a; b] ; and f (a) > g (a) ; f (b) > g (b) ; then there
is at least one solution of the equation f (x)=g (x) in (a; b
is at least one solution of the equation f (x)=g (x) in (a; b
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