Conditional expressions

Simple equations, like Y = 5+7*X, provide a single, continuously-varying method for calculating a value for an element from the value(s) for one or more other elements. Often, however, the expression we want to use for calculating the result depends on the values of one or more aspects of the system. This means that we need a way, in a single equation, for choosing between alternative expressions. Conditional expressions provide a means for doing this.

In general terms, a simple equation has the form:

Y = expression.

A conditional equation has the form:

Y = if condition1 then expression1 else expression2

Y = if condition1 then expression1 elseif condition2 then expression2 elseif expression3 then condition3 ...... else expressionx

where:

• expression is any legal Simile mathematical expression, including numeric constants, variables, mathematical operators and functions - and indeed further conditional expressions (i.e. conditional expressions can be nested)

• condition is a Boolean expression constructed using Boolean operators or relational operators.

In: Contents >> Working with equations >> Components of an equation