state what you would plot to get a straight line if experimental (x,y) data are to be correlated by the following relations, and what the slopes and intercepts would be in terms of the relation parameters.
for example:
Y^2=ae^(-b/x)
plot: y^2 VS 1/x
Slope: -b
intercept=ln(a)
1- Y^2=mx^3-n
2- 1/ln(y-3)=(1+a.sqrt(x))/b
3- (y+1)^2=[a(x-3)^3]^-1
4- y=e^(a.sqrt(x)+b)
5- xy=10[a(x^2-y^2)+b]
I need
plot:
slope:
intercept:
for all
1.
plot:Y^2 vs X^3
slope:m
intercept:-n
2.
plot:(1/ln(Y-3)) vs sqrt(x)
slope:a/b
intercept:1/b
3.
plot:(Y+1)^2 vs (1/(X-3)^3)
slope:1/a
intercept:0
4.
Y=e^(asqrt(X)+b)
take log both sides
lnY=a*sqrt(X) +b
plot:lnY vs sqrt(x)
slope:a
intercept:b
5.
XY=10((X^2-Y^2)+b)
1/10=a(1/X -1/Y)+b
1/Y=1/X+(1/a)(b-1/10)
plot: 1/Y vs 1/X
slope:1
intercept:(1/a)(b-1/10)
1.
plot:Y^2 vs X^3
slope:m
intercept:-n
2.
plot:(1/ln(Y-3)) vs sqrt(x)
slope:a/b
intercept:1/b
3.
plot:(Y+1)^2 vs (1/(X-3)^3)
slope:1/a
intercept:0
state what you would plot to get a straight line if experimental (x,y) data are to...
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