Diff-Calculus 1.0 is a math software that differentiates functions of X.
Diff-Calculus 1.0 was built mainly for students taking calculus as a course, researchers, scientists, engineers and individuals that may be doing a project or work related to fundamental differential calculus.
Diff-Calculus 1.0 has three basic features; ordinary diff, diff by substitution and diff by first principle.
Ordinary diff: Ordinary Diff enables the user differentiate functions such as:
x^n,cosax,sinax,tanax,secax,cosecax,cotax,sinhax,coshax,tanhax,sechax,cosechax,cothax, arcsinax,arccosax,arctanax,arcsecax,arccotax,arccosecax,arcsina/x,
arccosa/x,arctana/x,arcsinx/a, arccosx/a,
arctanx/a,arccosecx/a,arcsecx/a,arccotx/a,arccoshx/a,
arsinhx/a,arctanhx/a,arccothx/a,arcsechx/a,arccosechx/a, lnax,lna/x,lnx^a,a^x,a^-x,e^ax (Note: a is a constant and can be negative or positive depending on what you have in your equation. Also, "^" is the symbol for superscript in this program).
When you input a trigonometric or logarithmic function into the field labelled "function", input them as
written above. Don't space the characters of the input and don't input any inverse function, e.g arccosax as cos^-1ax.
If you do this you won't get a result for your input and please don't leave any field empty (if a field is not in use,
simply enter '0' into the field).
Diff by substitution:
Diff by Substitution I:
Diff by substitution I enables the user differentiate the following functions of x; (x^n+x^n-1+......)^a, sinax^n, cosax^n, tanax^n, secax^n, cosecax^n, cotax^n, sinhax^n,
coshax^n, tanhax^n, sin^n(ax), cos^n(ax),tan^n(ax), sec^n(ax), cosec^n(ax),cot^n(ax), e^(ax^n) and the functions
mentioned in "Ordinary Diff" using the substitution method. Diff by Substitution I also allows the user perform ordinary differentiation.
Diff by Substitution II:
Diff by substitution II enables the user differentiate functions of x such as; (x^n+x^n-1+......)^a, bcosax,bsinax,btanax,bsecax,bcosecax,bcotax,bsinhax,bcoshax,btanhax,
bsechax,bcosechax,bcothax, barcsinax,barccosax,barctanax,barcsecax,barccotax,barccosecax,barcsina/x,barccosa/x,
barctana/x,barcsinx/a, barccosx/a,barctanx/a,barccosecx/a,
barcsecx/a,barccotx/a,barccoshx/a,barsinhx/a,
barctanhx/a,barccothx/a,
barcsechx/a,barccosechx/a, blnax,blna/x,blnx^a,a^x,a^-x,be^ax using the substitution method. Diff by Substitution II also allows the user perform ordinary differentiation.
Diff by Substitution III:
Diff by substitution III enables the user differentiate functions of x
like; (x^n+x^n-1+......)^a, bsinax^n, bcosax^n, btanax^n, bsecax^n, bcosecax^n, bcotax^n using the substitution method.
Diff by Substitution IV:
Diff by substitution IV enables the user differentiate functions of x
such as; (x^n+x^n-1+......)^a, bsinhax^n,bcoshax^n, btanhax^n, bsin^n(ax), bcos^n(ax),btan^n(ax),
bsec^n(ax), bcosec^n(ax),bcot^n(ax), be^(ax^n) using the substitution method.
Diff by first principle:
Diff by first principle enables the user differentiate functions of x using the first principle of differentiation. Where the index of x=-5.
Note: This software won't give a solution for an equation whose index of x does not fall within this range, -5 to 10.
