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# Assignment NO.4 MTH 501 Due Date: 13, August, 2018

GDB Problem

Subject: Linear Algebra MTH501

Total Marks: 10

Due Date: Monday, August 13, 2018

Problem:

Let C [0, 1] be the set of all continuous functions on the closed interval [0, 1].

Then find the distance between the zero function and f(x) = arccos x as defined

by;

d(f(x), 0(x)) = ||f(x) - 0(x)|| = ||f(x)|| = f10 (arccos x)2 dx.

Important Instructions:

i) 50% marks will be deducted in case of sending the assignment through

ment will be accepted even through mail.

ii) Only doc or docx file with accessible math type code will be marked.

No file having formats pdf, jpg, jpeg etc.. will be considered.

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Please Discuss here and share the solution

Aoa!!

Is ques ma simple integral find krna hai?

plz discuss solution

a.o.a please share the solution page here

koi to solution share kar day...

ap k pass pdf file main solution nai hai kia?

bro kahan p hai link?

thanks

bundle of thanks to all of you.

Dear baki sara thek hai last sy ghlt hai
Arccos 1 =0 hota hai

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