Long multiplication: Difference between revisions

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m (→‎{{header|C sharp|C#}}: corrected output)
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y.hi += Math.Floor(a / hm) : y.lo += (a Mod hm) * hm ' increment hi and lo parts with high and low parts of the mid-term
y.hi += Math.Floor(a / hm) : y.lo += (a Mod hm) * hm ' increment hi and lo parts with high and low parts of the mid-term
While y.lo > mx : y.lo -= mx : y.hi += 1 : End While ' check for overflow, adjust both parts as needed
While y.lo > mx : y.lo -= mx : y.hi += 1 : End While ' check for overflow, adjust both parts as needed
WriteLine(" is {0,75} (which {1} match the BigIntger computation)" & vbLf,
WriteLine(" is {0,75} (which {1} match the BigInteger computation)" & vbLf,
toStr(y, True), If(BS.ToString() = toStr(y), "does", "fails to"))
toStr(y, True), If(BS.ToString() = toStr(y), "does", "fails to"))
Next
Next
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{{out}}Shown are the prescribed output and the maximum power of two that can be squared by this '''''bd''''' structure without overflowing.
{{out}}Shown are the prescribed output and the maximum power of two that can be squared by this '''''bd''''' structure without overflowing.
<pre>The square of (2^64): 18,446,744,073,709,551,616
<pre>The square of (2^64): 18,446,744,073,709,551,616
is 340,282,366,920,938,463,463,374,607,431,768,211,456 (which does match the BigIntger computation)
is 340,282,366,920,938,463,463,374,607,431,768,211,456 (which does match the BigInteger computation)


The square of (2^94): 19,807,040,628,566,084,398,385,987,584
The square of (2^94): 19,807,040,628,566,084,398,385,987,584
is 392,318,858,461,667,547,739,736,838,950,479,151,006,397,215,279,002,157,056 (which does match the BigIntger computation)</pre>
is 392,318,858,461,667,547,739,736,838,950,479,151,006,397,215,279,002,157,056 (which does match the BigInteger computation)</pre>


=={{header|Wren}}==
=={{header|Wren}}==