зеркало из https://github.com/github/ruby.git
89 строки
3.2 KiB
Ruby
89 строки
3.2 KiB
Ruby
require_relative "testbase"
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require "bigdecimal/math"
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class TestBigMath < Test::Unit::TestCase
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include TestBigDecimalBase
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include BigMath
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N = 20
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PINF = BigDecimal("+Infinity")
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MINF = BigDecimal("-Infinity")
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NAN = BigDecimal("NaN")
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def test_const
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assert_in_delta(Math::PI, PI(N))
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assert_in_delta(Math::E, E(N))
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end
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def test_sqrt
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assert_in_delta(2**0.5, sqrt(BigDecimal("2"), N))
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assert_equal(10, sqrt(BigDecimal("100"), N))
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assert_equal(0.0, sqrt(BigDecimal("0"), N))
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assert_equal(0.0, sqrt(BigDecimal("-0"), N))
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assert_raise(FloatDomainError) {sqrt(BigDecimal("-1.0"), N)}
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assert_raise(FloatDomainError) {sqrt(NAN, N)}
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assert_raise(FloatDomainError) {sqrt(PINF, N)}
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end
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def test_sin
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assert_in_delta(0.0, sin(BigDecimal("0.0"), N))
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assert_in_delta(Math.sqrt(2.0) / 2, sin(PI(N) / 4, N))
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assert_in_delta(1.0, sin(PI(N) / 2, N))
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assert_in_delta(0.0, sin(PI(N) * 2, N))
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assert_in_delta(0.0, sin(PI(N), N))
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assert_in_delta(-1.0, sin(PI(N) / -2, N))
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assert_in_delta(0.0, sin(PI(N) * -2, N))
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assert_in_delta(0.0, sin(-PI(N), N))
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assert_in_delta(0.0, sin(PI(N) * 21, N))
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assert_in_delta(0.0, sin(PI(N) * 30, N))
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assert_in_delta(-1.0, sin(PI(N) * BigDecimal("301.5"), N))
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end
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def test_cos
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assert_in_delta(1.0, cos(BigDecimal("0.0"), N))
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assert_in_delta(Math.sqrt(2.0) / 2, cos(PI(N) / 4, N))
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assert_in_delta(0.0, cos(PI(N) / 2, N))
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assert_in_delta(1.0, cos(PI(N) * 2, N))
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assert_in_delta(-1.0, cos(PI(N), N))
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assert_in_delta(0.0, cos(PI(N) / -2, N))
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assert_in_delta(1.0, cos(PI(N) * -2, N))
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assert_in_delta(-1.0, cos(-PI(N), N))
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assert_in_delta(-1.0, cos(PI(N) * 21, N))
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assert_in_delta(1.0, cos(PI(N) * 30, N))
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assert_in_delta(0.0, cos(PI(N) * BigDecimal("301.5"), N))
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end
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def test_atan
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assert_equal(0.0, atan(BigDecimal("0.0"), N))
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assert_in_delta(Math::PI/4, atan(BigDecimal("1.0"), N))
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assert_in_delta(Math::PI/6, atan(sqrt(BigDecimal("3.0"), N) / 3, N))
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assert_in_delta(Math::PI/2, atan(PINF, N))
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assert_equal(BigDecimal("0.823840753418636291769355073102514088959345624027952954058347023122539489"),
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atan(BigDecimal("1.08"), 72).round(72), '[ruby-dev:41257]')
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end
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def test_exp
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assert_in_epsilon(Math::E, exp(BigDecimal("1"), N))
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assert_in_epsilon(Math.exp(N), exp(BigDecimal("20"), N))
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assert_in_epsilon(Math.exp(40), exp(BigDecimal("40"), N))
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assert_in_epsilon(Math.exp(-N), exp(BigDecimal("-20"), N))
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assert_in_epsilon(Math.exp(-40), exp(BigDecimal("-40"), N))
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begin
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old_mode = BigDecimal.mode(BigDecimal::EXCEPTION_INFINITY)
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BigDecimal.mode(BigDecimal::EXCEPTION_INFINITY, false)
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assert(exp(BigDecimal::INFINITY, N).infinite?, "exp(INFINITY) is not an infinity")
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ensure
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#BigDecimal.mode(BigDecimal::EXCEPTION_INFINITY, old_mode)
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end
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assert_equal(0.0, exp(-BigDecimal::INFINITY, N))
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end
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def test_log
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assert_in_delta(0.0, log(BigDecimal("1"), N))
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assert_in_delta(1.0, log(E(N), N))
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assert_in_delta(Math.log(2.0), log(BigDecimal("2"), N))
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assert_in_delta(2.0, log(E(N)*E(N), N))
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assert_in_delta(Math.log(42.0), log(BigDecimal("42"), N))
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assert_in_delta(Math.log(1e-42), log(BigDecimal("1e-42"), N))
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end
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end
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