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fraction: simplify variable names
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@ -164,42 +164,42 @@ pub fn (f1 Fraction) divide(f2 Fraction) Fraction {
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}
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// Fraction negate method
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pub fn (f1 Fraction) negate() Fraction {
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pub fn (f Fraction) negate() Fraction {
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return Fraction{
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n: -f1.n
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d: f1.d
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is_reduced: f1.is_reduced
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n: -f.n
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d: f.d
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is_reduced: f.is_reduced
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}
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}
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// Fraction reciprocal method
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pub fn (f1 Fraction) reciprocal() Fraction {
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if f1.n == 0 {
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pub fn (f Fraction) reciprocal() Fraction {
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if f.n == 0 {
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panic('Denominator cannot be zero')
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}
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return Fraction{
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n: f1.d
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d: f1.n
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is_reduced: f1.is_reduced
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n: f.d
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d: f.n
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is_reduced: f.is_reduced
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}
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}
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// Fraction method which reduces the fraction
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pub fn (f1 Fraction) reduce() Fraction {
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if f1.is_reduced {
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return f1
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pub fn (f Fraction) reduce() Fraction {
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if f.is_reduced {
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return f
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}
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cf := math.gcd(f1.n, f1.d)
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cf := math.gcd(f.n, f.d)
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return Fraction{
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n: f1.n / cf
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d: f1.d / cf
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n: f.n / cf
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d: f.d / cf
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is_reduced: true
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}
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}
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// f64 converts the Fraction to 64-bit floating point
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pub fn (f1 Fraction) f64() f64 {
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return f64(f1.n) / f64(f1.d)
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pub fn (f Fraction) f64() f64 {
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return f64(f.n) / f64(f.d)
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}
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//
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