1617-257/Homework Assignment 8 Solutions: Difference between revisions

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==Student Solutions==
==Student Solutions==
[[media:1617-257-HW8-solution-wangy306.pdf|Student1]]

[[media:1617-257-HW8_Not_Hand_In_wangy306.pdf|Not Hand In]]

[[media:1617-257-pset8.pdf|Student2]]

[[media:1617257 hw8.pdf|Student]]

Latest revision as of 17:13, 18 April 2017

Doing

Solve all the problems in section 12, but submit only your solutions of problem 3. In addition, solve and submit your solution of the following problem:

Problem A. Let [math]\displaystyle{ Q=[0,1]^3 }[/math] and let [math]\displaystyle{ f\colon Q\to{\mathbb R} }[/math] be given by [math]\displaystyle{ f(x,y,z)=1 }[/math] if [math]\displaystyle{ x\lt y\lt z }[/math], and [math]\displaystyle{ f(x,y,z)=0 }[/math] otherwise. Compute [math]\displaystyle{ \int_Qf }[/math]. (This problem is merely about computations. You may assume without proof that [math]\displaystyle{ f }[/math] and all other functions you may encounter along the computation are integrable).


HW8 pdf

Student Solutions

Student1

Not Hand In

Student2

Student