If f’ is Integrable on [a, b] with b>a, then.
A. Integrate[f’=f(a)-f(b),lim a->b]
B. Integrate[f’=f(b)-f(a),lim a->b]
C. Integrate[f’=f’(a)-f’(b),lim a->b]
D. Integrate[f’=f’(b)-f’(a),lim a->b]
Answer:B
If f’ is Integrable on [a, b] with b>a, then.
A. Integrate[f’=f(a)-f(b),lim a->b] B. Integrate[f’=f(b)-f(a),lim a->b] C. Integrate[f’=f’(a)-f’(b),lim a->b] D. Integrate[f’=f’(b)-f’(a),lim a->b]