1
answer
0
watching
177
views
13 Jul 2020
is the graph shown in figure. Find the value of
that satisfies the Rolle’s Theorem for
on the interval
.
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is the graph shown in figure. Find the value of
that satisfies the Rolle’s Theorem for
on the interval
.
Zhen ZhuLv5
13 Jul 2020