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Given a continuous function h : [0,2) > R with h(x)>= 0 for all x : [0,2). Show that if there is a point c
Given a continuous function h : [0,2) > R with h(x)>= 0 for all x : [0,2). Show that if there is a point c : (0,2) at which h(c) > 0, then (Integral of h from 0 to 2 is)> 0
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Cambridge International AS & A Level Further Mathematics Coursebook
Authors: Lee Mckelvey, Martin Crozier
1st Edition
1108403379, 978-1108403375
