If he has only the beads stated, he can make 18 identical necklaces, each with 6 blue beads and 5 green beads.
There is no way to tell without knowing how big the beads are.
9 pieces
There is no figure with a greatest number of sides. For any figure with n sides, there will be a figure with n+1 sides.
Yes, and in fact it is very likely that two planes will contain exactly one identical line. There are three possibilities:The planes are parallel, but not identical, in which case they contain no identical lines.The planes are not parallel, in which case they contain exactly one identical line.The planes are identical, and contain an infinite number of coplanar lines.
3
There is no way to tell without knowing how big the beads are.
To determine the greatest number of necklaces that can be made with 95 beads, we need to consider how many beads each necklace would require. If, for example, each necklace uses 5 beads, then she could make 19 necklaces (95 divided by 5). If the number of beads per necklace changes, the total number of necklaces will vary accordingly. Therefore, the answer depends on the specific number of beads used for each necklace.
6
The answer is 6.
657 ft = 657 x 12 inch number of necklaces = 657 x 12/22 = 358 necklaces
A prime number with identical digits is 11.
100
The number 11 is prime and has two identical digits.
our company makes those kinds of necklaces Bico Australia sells necklaces and pendants similar to what Four wears
3 pencils to each calculator
16 is a number that has four identical even factors.
12