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Task/Arithmetic-Complex/BASIC/arithmetic-complex.basic
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Task/Arithmetic-Complex/BASIC/arithmetic-complex.basic
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TYPE complex
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real AS DOUBLE
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imag AS DOUBLE
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END TYPE
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DECLARE SUB suma (a AS complex, b AS complex, c AS complex)
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DECLARE SUB rest (a AS complex, b AS complex, c AS complex)
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DECLARE SUB mult (a AS complex, b AS complex, c AS complex)
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DECLARE SUB divi (a AS complex, b AS complex, c AS complex)
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DECLARE SUB neg (a AS complex, b AS complex)
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DECLARE SUB inv (a AS complex, b AS complex)
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DECLARE SUB conj (a AS complex, b AS complex)
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CLS
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DIM x AS complex
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DIM y AS complex
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DIM z AS complex
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x.real = 1
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x.imag = 1
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y.real = 2
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y.imag = 2
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PRINT "Siendo x = "; x.real; "+"; x.imag; "i"
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PRINT " e y = "; y.real; "+"; y.imag; "i"
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PRINT
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CALL suma(x, y, z)
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PRINT "x + y = "; z.real; "+"; z.imag; "i"
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CALL rest(x, y, z)
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PRINT "x - y = "; z.real; "+"; z.imag; "i"
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CALL mult(x, y, z)
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PRINT "x * y = "; z.real; "+"; z.imag; "i"
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CALL divi(x, y, z)
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PRINT "x / y = "; z.real; "+"; z.imag; "i"
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CALL neg(x, z)
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PRINT " -x = "; z.real; "+"; z.imag; "i"
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CALL inv(x, z)
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PRINT "1 / x = "; z.real; "+"; z.imag; "i"
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CALL conj(x, z)
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PRINT " x* = "; z.real; "+"; z.imag; "i"
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END
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SUB suma (a AS complex, b AS complex, c AS complex)
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c.real = a.real + b.real
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c.imag = a.imag + b.imag
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END SUB
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SUB inv (a AS complex, b AS complex)
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denom = a.real ^ 2 + a.imag ^ 2
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b.real = a.real / denom
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b.imag = -a.imag / denom
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END SUB
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SUB mult (a AS complex, b AS complex, c AS complex)
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c.real = a.real * b.real - a.imag * b.imag
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c.imag = a.real * b.imag + a.imag * b.real
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END SUB
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SUB neg (a AS complex, b AS complex)
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b.real = -a.real
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b.imag = -a.imag
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END SUB
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SUB conj (a AS complex, b AS complex)
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b.real = a.real
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b.imag = -a.imag
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END SUB
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SUB divi (a AS complex, b AS complex, c AS complex)
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c.real = ((a.real * b.real + b.imag * a.imag) / (b.real ^ 2 + b.imag ^ 2))
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c.imag = ((a.imag * b.real - a.real * b.imag) / (b.real ^ 2 + b.imag ^ 2))
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END SUB
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SUB rest (a AS complex, b AS complex, c AS complex)
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c.real = a.real - b.real
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c.imag = a.imag - b.imag
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END SUB
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