require_relative '../../spec_helper' describe "Integer#divmod" do context "fixnum" do it "returns an Array containing quotient and modulus obtained from dividing self by the given argument" do 13.divmod(4).should == [3, 1] 4.divmod(13).should == [0, 4] 13.divmod(4.0).should == [3, 1] 4.divmod(13.0).should == [0, 4] 1.divmod(2.0).should == [0, 1.0] 200.divmod(bignum_value).should == [0, 200] end it "raises a ZeroDivisionError when the given argument is 0" do -> { 13.divmod(0) }.should raise_error(ZeroDivisionError) -> { 0.divmod(0) }.should raise_error(ZeroDivisionError) -> { -10.divmod(0) }.should raise_error(ZeroDivisionError) end it "raises a ZeroDivisionError when the given argument is 0 and a Float" do -> { 0.divmod(0.0) }.should raise_error(ZeroDivisionError) -> { 10.divmod(0.0) }.should raise_error(ZeroDivisionError) -> { -10.divmod(0.0) }.should raise_error(ZeroDivisionError) end it "raises a TypeError when given a non-Integer" do -> { (obj = mock('10')).should_receive(:to_int).any_number_of_times.and_return(10) 13.divmod(obj) }.should raise_error(TypeError) -> { 13.divmod("10") }.should raise_error(TypeError) -> { 13.divmod(:symbol) }.should raise_error(TypeError) end end context "bignum" do before :each do @bignum = bignum_value(55) end # Based on MRI's test/test_integer.rb (test_divmod), # MRI maintains the following property: # if q, r = a.divmod(b) ==> # assert(0 < b ? (0 <= r && r < b) : (b < r && r <= 0)) # So, r is always between 0 and b. it "returns an Array containing quotient and modulus obtained from dividing self by the given argument" do @bignum.divmod(4).should == [2305843009213693965, 3] @bignum.divmod(13).should == [709490156681136604, 11] @bignum.divmod(4.5).should == [2049638230412172288, 3.5] not_supported_on :opal do @bignum.divmod(4.0).should == [2305843009213693952, 0.0] @bignum.divmod(13.0).should == [709490156681136640, 8.0] @bignum.divmod(2.0).should == [4611686018427387904, 0.0] end @bignum.divmod(bignum_value).should == [1, 55] (-(10**50)).divmod(-(10**40 + 1)).should == [9999999999, -9999999999999999999999999999990000000001] (10**50).divmod(10**40 + 1).should == [9999999999, 9999999999999999999999999999990000000001] (-10**50).divmod(10**40 + 1).should == [-10000000000, 10000000000] (10**50).divmod(-(10**40 + 1)).should == [-10000000000, -10000000000] end describe "with q = floor(x/y), a = q*b + r," do it "returns [q,r] when a < 0, b > 0 and |a| < b" do a = -@bignum + 1 b = @bignum a.divmod(b).should == [-1, 1] end it "returns [q,r] when a > 0, b < 0 and a > |b|" do b = -@bignum + 1 a = @bignum a.divmod(b).should == [-2, -@bignum + 2] end it "returns [q,r] when a > 0, b < 0 and a < |b|" do a = @bignum - 1 b = -@bignum a.divmod(b).should == [-1, -1] end it "returns [q,r] when a < 0, b < 0 and |a| < |b|" do a = -@bignum + 1 b = -@bignum a.divmod(b).should == [0, -@bignum + 1] end end it "raises a ZeroDivisionError when the given argument is 0" do -> { @bignum.divmod(0) }.should raise_error(ZeroDivisionError) -> { (-@bignum).divmod(0) }.should raise_error(ZeroDivisionError) end # Behaviour established as correct in r23953 it "raises a FloatDomainError if other is NaN" do -> { @bignum.divmod(nan_value) }.should raise_error(FloatDomainError) end it "raises a ZeroDivisionError when the given argument is 0 and a Float" do -> { @bignum.divmod(0.0) }.should raise_error(ZeroDivisionError) -> { (-@bignum).divmod(0.0) }.should raise_error(ZeroDivisionError) end it "raises a TypeError when the given argument is not an Integer" do -> { @bignum.divmod(mock('10')) }.should raise_error(TypeError) -> { @bignum.divmod("10") }.should raise_error(TypeError) -> { @bignum.divmod(:symbol) }.should raise_error(TypeError) end end end