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Update README.md
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README.md
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README.md
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@ -85,7 +85,7 @@ CS-MIC follows a few basic rules when interpreting user input, but should prove
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```
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while(bool expression)
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{
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CODE BLOCK
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CODE BLOCK
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}
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```
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@ -94,7 +94,7 @@ CODE BLOCK
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```
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for(* expression, bool condition, * expression)
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{
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CODE BLOCK
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CODE BLOCK
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}
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```
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@ -105,11 +105,11 @@ CODE BLOCK
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```
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if(bool expression)
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{
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CODE BLOCK
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CODE BLOCK
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}
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else
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{
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CODE BLOCK
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CODE BLOCK
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}
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```
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@ -138,7 +138,7 @@ display: “string”, 12 * 2, “string”, sin(12)
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```
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function(newFunction, anyArgumentName)
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{
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sin(anyArgumentName) + cos(anyArgumentName)
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sin(anyArgumentName) + cos(anyArgumentName)
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}
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```
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@ -162,23 +162,23 @@ y :: 1
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echo: y
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for(x :: 1, x < 11, x :: temp + y)
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{
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echo: x
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temp :: y
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y :: x
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echo: x
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temp :: y
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y :: x
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}
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x :: 1
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say: “While Loop”
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while(x < 10)
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{
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if(x == 5)
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{
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display: “The condition ‘x == 5’ has been met. x = “, x, “.”
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}
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else
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{
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echo: sin(x)
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}
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x :: x + 1
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if(x == 5)
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{
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display: “The condition ‘x == 5’ has been met. x = “, x, “.”
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}
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else
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{
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echo: sin(x)
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}
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x :: x + 1
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}
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```
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@ -214,27 +214,27 @@ The following is a list of the internally recognized functions in CS-MIC:
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`sin(double expression)`
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Returns the sine value of a given expression.
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Returns the sine value of a given `expression`.
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`cos(double expression)`
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Returns the cosine value of a given expression.
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Returns the cosine value of a given `expression`.
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`tan(double expression)`
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Returns the tangent value of a given expression.
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Returns the tangent value of a given `expression`.
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`round(double expression)`
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Rounds an expression to the nearest whole number.
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Rounds an `expression` to the nearest whole number.
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`sqrt(double expression)`
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Returns the square root of an expression.
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Returns the square root of an `expression`.
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`abs(double expression)`
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Returns the absolute value of a given expression.
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Returns the absolute value of a given `expression`.
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`exp(double expression)`
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@ -242,9 +242,9 @@ Returns the constant e raised to a given power.
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`log(double expression1, double expression2)`
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Returns the log of expression1 to the base of expression2
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Returns the log of `expression1` to the base of `expression2`
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`precision(double expression1, int expression2)`
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Returns the value of expression1 to a given precision. For example, precision(12.3456789, 4) will return 12.3456.
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Returns the value of `expression1` to a given precision. For example, `precision(12.3456789, 4)` will return `12.3456`.
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