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Operation on array:
void Array::add( Object& toAdd )
{
lastElementIndex++;
while( ptrAt( lastElementIndex ) != ZERO &&
lastElementIndex <= upperbound
)
if( lastElementIndex > upperbound )
reallocate( lastElementIndex - lowerbound + 1 );
setData( lastElementIndex, &toAdd );
itemsInContainer++;
CHECK( itemsInContainer > 0 );
}
void Array::addAt( Object& toAdd, int atIndex )
PRECONDITION( atIndex >= lowerbound );
if( atIndex > upperbound )
reallocate( atIndex - lowerbound + 1 );
if( ptrAt( atIndex ) != ZERO )
delete ptrAt( atIndex );
setData( atIndex, &toAdd );
Write a recursive implementation of Euclid's algorithm for finding the greatest common divisor (GCD) of two integers. Descriptions of this algorithm are available in algebra books
how many values we can return from pointer to function?
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