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Extended version of the usual calculator, which can be found in the standard applications of each operating system in the C programming language using structured programming

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SmartCalc v1.0

Implementation of SmartCalc v1.0.

Part 1. Implementation of SmartCalc v1.0

The SmartCalc v1.0 program must be implemented:

  • The program must be developed in C language of C11 standard using gcc compiler. You can use any additional QT libraries and modules
  • The program code must be located in the src folder
  • The program must be built with Makefile which contains standard set of targets for GNU-programs: all, install, uninstall, clean, dvi, dist, tests, gcov_report. Installation directory could be arbitrary, except the building one
  • The program must be developed according to the principles of structured programming
  • Prepare full coverage of modules related to calculating expressions with unit-tests using the Check library
  • GUI implementation, based on any GUI library with API for C89/C99/C11 (GTK+, Nuklear, raygui, microui, libagar, libui, IUP, LCUI, CEF, Qt, etc.)
  • Both integers and real numbers with a dot can be input into the program. You can optionally provide the input of numbers in exponential notation
  • The calculation must be done after you complete entering the calculating expression and press the = symbol.
  • Calculating arbitrary bracketed arithmetic expressions in infix notation
  • Calculate arbitrary bracketed arithmetic expressions in infix notation with substitution of the value of the variable x as a number
  • Plotting a graph of a function given by an expression in infix notation with the variable x (with coordinate axes, mark of the used scale and an adaptive grid)
    • It is not necessary to provide the user with the ability to change the scale
  • Domain and codomain of a function are limited to at least numbers from -1000000 to 1000000
    • To plot a graph of a function it is necessary to additionally specify the displayed domain and codomain
  • Verifiable accuracy of the fractional part is at least to 7 decimal places
  • Users must be able to enter up to 255 characters
  • Bracketed arithmetic expressions in infix notation must support the following arithmetic operations and mathematical functions:
    • Arithmetic operators:

      Operator name Infix notation
      (Classic)
      Prefix notation
      (Polish notation)
      Postfix notation
      (Reverse Polish notation)
      Brackets (a + b) (+ a b) a b +
      Addition a + b + a b a b +
      Subtraction a - b - a b a b -
      Multiplication a * b * a b a b *
      Division a / b / a b a b \
      Power a ^ b ^ a b a b ^
      Modulus a mod b mod a b a b mod
      Unary plus +a +a a+
      Unary minus -a -a a-

      Note that the multiplication operator contains the obligatory sign *. Processing an expression with the omitted * sign is optional and is left to the developer's decision

    • Functions:

      Function description Function
      Computes cosine cos(x)
      Computes sine sin(x)
      Computes tangent tan(x)
      Computes arc cosine acos(x)
      Computes arc sine asin(x)
      Computes arc tangent atan(x)
      Computes square root sqrt(x)
      Computes natural logarithm ln(x)
      Computes common logarithm log(x)

Part 2. Bonus. Credit calculator

Provide a special mode "credit calculator" (you can take banki.ru and calcus.ru as an example):

  • Input: total credit amount, term, interest rate, type (annuity, differentiated)
  • Output: monthly payment, overpayment on credit, total payment

Part 3. Bonus. Deposit calculator

Provide a special mode "deposit profitability calculator" (you can take banki.ru and calcus.ru as an example):

  • Input: deposit amount, deposit term, interest rate, tax rate, periodicity of payments, capitalization of interest, replenishments list, partial withdrawals list
  • Output: accrued interest, tax amount, deposit amount by the end of the term

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Extended version of the usual calculator, which can be found in the standard applications of each operating system in the C programming language using structured programming

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