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Hi, I try to solve below question but I have a problem, my answer is wrong

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Write a function that is called like this: amag = accelerate(F1,F2,m). F1 and F2 are three-element column vectors that represent two forces applied to a single object. The argument m equals the mass of the object in units of kilograms. The three elements of each force equal the x, y, and z components of the force in Newtons. The output variable amag is a scalar that is equal to the magnitude of the object’s acceleration. The function calculates the object’s acceleration vector a by using Newton’s law: F = ma, where F is the sum of F1 and F2. Then it returns the magnitude of a. Hint: we are talking about physical vectors here, so the Pythagorean theorem will come in handy.
My answer is;
function amag = accelerate(F1,F2,m)
F = F1 + F2;
amag = F./m;

Accepted Answer

Birdman
Birdman on 27 Oct 2017
Change the line
amag = F./m;
to
amag=sqrt(sum(F.^2))/m;
  7 Comments
Akash Kumar
Akash Kumar on 16 Oct 2018
I write it as F=sqrt(F.1.^2+F2.^2); amag=F./m and got wrong answer. Why?

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More Answers (3)

Isaac DeVaughn
Isaac DeVaughn on 6 Dec 2017
I think i understand the your answer basically there's an extra formula for the magnitude of F=squareroot(Fx^2+Fy^2+Fz^2) that is supposed to be implied by that last line. I didn't understand that from the question but thats kinda how magnitude works

Amit Kumar
Amit Kumar on 19 Feb 2018
what is wrong with code? this code runs correctly for some values but showing error for F1=[1;0;0], F2=[0;1;0] and m=1 function [ amag ] = accelerate( F1,F2,m ) F=(sqrt(F1.^2)+sqrt(F2.^2)); amag=sum(F/m); end

Muniba Arshad
Muniba Arshad on 9 Jul 2018
Edited: Walter Roberson on 9 Jul 2018
Guys this is the correct solution,
amag = accelerate(F1,F2,m)
F_sum = F1 + F2;
F = sqrt(F_sum(1,1)^2+F_sum(2,1)^2+F_sum(3,1)^2);
amag = F/m;
Explanation: First add the vectors then find the magnitude of resultant vector and apply the formula a=F/m on it.

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