Using mathlab only:

input required

m=input('Enter Mass of the bean : '); F1=input('Enter Triangular Distributed Load : '); F2=input('Enter Rectangular Distributed Load : '); F3=input('Enter Point Load : '); theta=input('Enter Angle : '); X1=input('Enter Distance1 : '); X2=input('Enter Distance2 : '); X3=input('Enter Distance3 : '); X4=input('Enter Distance4 : ');

g=9.91;

a)Convert the triangular distributed distance load (F1) into point load (P1y) and find its distance (d1) from pin A P1y=1/2*x1*F1 d1=x1/3

b)Convert the rectangular distributed load (F2) into point load (P2y) and find its distance (d2) from pin A 2 P1y=1/2*x1*F1 d1=x1/3

c)Convert the rectangular distributed load (F2) into point load (P2y) and find its distance (d2) from pin A 2 P2y=x2*F2 d2=x1+(x2/2)

d)convert the angle from degree to radian angle radains=(theta*3.14)/180

e)Resolve the point load (F3) into x-direction (P3x) P3x=F3*sin theta

f)Resolve the point load (F3) into y- direction (P3y) P3y=F3*cos theta

g)Find the distance (d3) between the point load (F3) and pin A d3=(x1+x2+x3+x4)*sin theta

h)Find the horizontal reaction force at pin A (RAx) RAx=P3x

i)Find the vertical reaction force at roller B (RBy) RBy=(P3y*(x1+x2+x3+x4)+P2y*d2+P1y*d1)/(x1+x2+x3) - g)Find the vertical reaction force at pin A (RAy) Ray=P1y+P2y-RBy+P3y

k)Find the resultant reaction force (RA) RA=square root RAx square+RAy square

l)Write an output function to display the horizontal reaction force at pin A (RAx)

m)Write an output function to display the vertical reaction force at pin A (RAy)

n)Write an output function to display the resultant reaction force at pin A( RA)

o)Write an output function to display the vertical reaction force at roller B (RBy

the input is ready, convert the equations from (a) to(k)to math lab code and(i)to (o) output

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I have posted the question 3 times and i got this code and not working

m=input('Enter Mass of the bean : '); F1=input('Enter Triangular Distributed Load : '); F2=input('Enter Rectangular Distributed Load : '); F3=input('Enter Point Load : '); theta=input('Enter Angle : '); X1=input('Enter Distance1 : '); X2=input('Enter Distance2 : '); X3=input('Enter Distance3 : '); X4=input('Enter Distance4 : '); g=9.91; function d1 = triangulartopoint(X1,F1) P1y=1/2*X1*F1; d1=X1/3; end function d2 = rectangulartopoint(X1,X2,F2) P2y=X2*F2; d2=X1+(X2/2); end function radian = degreetoradian(theta) radian=(theta*3.14)/180; end function P3x = loadx(F3,theta) P3x=F3*sin(theta); end function P3y = loady(F3,theta) P3y=F3*cos(theta); end function d3 = distance(X1,X2,X3,X4,theta) d3=(X1+X2+X3+X4)*sin(theta); end function RAx = horizontalreaction(P3x) RAx=P3x; end function RBy = verticalreactionB(X1,X2,X3,X4,d1,d2,P1y,P2y,P3y) RBy=(P3y*(X1+X2+X3+X4)+P2y*d2+P1y*d1)/(X1+X2+X3); end function RAy = verticalreactionA(P1y,P2y,P3y,RBy) RAy=P1y+P2y-RBy+P3y; end function RA = resultant(RAx,RAy) RA=sqrt((RAx*RAx)+(RAy*RAy)); end P1y=1/2*X1*F1; P2y=X2*F2; d1 = triangulartopoint(X1,F1); d2 = rectangulartopoint(X1,X2,F1); radian = degreetoradian(theta); P3x = loadx(F3,radian); P3y = loady(F3,radian); d3 = distance(X1,X2,X3,X4,radian); RAx = horizontalreaction(P3x); RBy = verticalreactionB(X1,X2,X3,X4,d1,d2,P1y,P2y,P3y); RAy = verticalreactionA(P1y,P2y,P3y,RBy); RA = resultant(RAx,RAy); printf(" The horizontal reaction force at pin A (RAx) = %f",RAx); printf(" The vertical reaction force at pin A (RAy) = %f",RAy); printf(" The resultant reaction force at pin A (RA) = %f",RA); printf(" The vertical reaction force at roller B (RBy) = %f",RBy);