The limitis the limit of a right Riemann sum for a certain d
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The limit
is the limit of a right Riemann sum for a certain definite integral
using a partition of the interval into subintervals of equal length,where
f(x) =
is the limit of a right Riemann sum for a certain definite integral
using a partition of the interval into subintervals of equal length,where
f(x) =
[32*(4k/n)-20]/n
=[8*(4*k/n)-5]*(4/n)
所以可以把4/n看作h
即区间长度是4,分成n份
4*k/n的范围是0到4
所以积分区间可以看作(0,4)
x=4*k/n
积分就是积分 8x-5 dx
a=0
b=4
f(x)=8x-5
=[8*(4*k/n)-5]*(4/n)
所以可以把4/n看作h
即区间长度是4,分成n份
4*k/n的范围是0到4
所以积分区间可以看作(0,4)
x=4*k/n
积分就是积分 8x-5 dx
a=0
b=4
f(x)=8x-5
The limitis the limit of a right Riemann sum for a certain d
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