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Scientific Calculator(v1.0.1)

Introduction

This Scientific c_r can solve basic and advanced mathematical expressions. One of the key features of this c_r is its ability to provide step by step solutions for any complex problem, a desired feature for students.

This calculator displays Mathematics in a neat format while you input the mathematical expressions, thereby eliminating the errors while entering the mathematical problems. Click here for the examples.

Supported Operations

  • Basic Arithmetic Operations such as Multiplications, Divisions, Additions and Subtractions
  • Powers and Roots
  • Logarithms (log, ln)
  • Trigonometric Functions (sine, cosine , tangent , cosecant, secant, cotangent)
  • Inverse Trigonometric Functions (arcsine, arccosine, arctangent, arcsecant, arccosecant, arccotangent)
  • Hyperbolic Functions ( sinh, cosh, tanh)
  • Inverse Hyperbolic Functions (asinh, acosh, atanh)
  • Factorials (!)
  • Number of permutations (nPr)
  • Number of Combinations (nCr)

Examples

Expression Entered Mathematics Processed
1+2*3-1/2+(1*2)/(1*4) $1+2\times3-\dfrac{1}{2}+\dfrac{\left(1\times2\right)}{\left(1\times4\right)}$
5e+1/2pi $5\times e+\dfrac{1}{2}\times \pi$
2^3+2^(1+2) $2^{3}+2^{\left(1+2\right)}$
sqrt(2) + sqrt3(2) ${\sqrt{2}}+{\sqrt[3]{2}}$
sqrt(12,4) + sqrt(100,2/3) + sqrt(100/4,3) ${\sqrt[{4}]{12}}+{\sqrt[{\dfrac{2}{3}}]{100}}+{\sqrt[{3}]{\dfrac{100}{4}}}$
8! $8!$
sin(10) + cos(10) + tan(10) $\sin\left(10\right)+\cos\left(10\right)+\tan\left(10\right)$
csc(10) + sec(10) + cot(10) $\csc\left(10\right)+\sec\left(10\right)+\cot\left(10\right)$
asin(10) + acos(10) + atan(10) $\text{asin}\left(10\right)+\text{acos}\left(10\right)+\text{atan}\left(10\right)$
acsc(10) + asec(10) + acot(10) $\text{acsc}\left(10\right)+\text{asec}\left(10\right)+\text{acot}\left(10\right)$
sinh(10) + cosh(10) + tanh(10) $\sinh\left(10\right)+\cosh\left(10\right)+\tanh\left(10\right)$
asinh(10) + acosh(10) + atanh(10) $\text{asin}h\left(10\right)+\text{acos}h\left(10\right)+\text{atan}h\left(10\right)$
log(10)+ln(10)+lg2(20) $\log_{10}\left(10\right)+\ln\left(10\right)+\log_{2}\left(20\right)$
log(10,3)+log(20,(1+7)) $\log_{3}\left(10\right)+\log_{\left(1+7\right)}\left(20\right)$
10^20+e^4.4+2^12 $10^{20}+e^{4.4}+2^{12}$
ncr(5,2)+npr(5,2) $\left(\dfrac{5!}{{2!\times \left(5-2\right)!}}\right)+\left(\dfrac{5!}{\left(5-2\right)!}\right)$
(20^(sin(2log(1/2))+1))/(sqrt(3,12^(1+sqrt(4,3)))+(1/2(1+2) $\dfrac{\left(20^{\left(\sin\left(2\times \log_{10}\left(\dfrac{1}{2}\right)\right)+1\right)}\right)}{\left({\sqrt[{12^{\left(1+{\sqrt[{3}]{4}}\right)}}]{3}}+\left(\dfrac{1}{2}\times \left(1+2\right)\right)\right)}$
sinh(1/(-sin(45)-2*csc(21))+2log(23,2^3) $\sinh\left(\dfrac{1}{\left(-\sin\left(45\right)-2\times \csc\left(21\right)\right)}+2\times \log_{2^{3}}\left(23\right)\right)$

Comments(17)

profilevarinder jit singh
2014-06-09 14:03:14 
0.999488529
like 0 dislike 0
profileGenius
2014-02-15 21:09:57 
i can't write this :

lim (cos x - cos 2x)/(sin x + sin 2x), x->0

???
like 0 dislike 0 reply
profileSupport, careerbless.com
2014-02-16 19:56:57 
Sorry, lim is not supported at this version of this scientific calculator
like 0 dislike 0
profileAbolarin James O.
2013-11-09 16:06:09 
prove that (a^2+b^2)x^2-3(a-b)x+9/2=0, has no real roots. If a^2+b^2 not equal to zero
like 0 dislike 1 reply
profileadvaita
2013-11-06 01:36:52 
Thank you for sharing this calulator...
like 0 dislike 1 reply
profilesiva
2013-11-06 01:35:42 
Wow... Excellent calculator with steps included..
like 0 dislike 1 reply
profileAnonymous
2013-11-03 22:44:11 
This is great except for the square roots.

C'est super sauf pour les racines carrés.
like 0 dislike 1 reply
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