Q: A set has 12 squares which is the number of squares in one third of a set?

Write your answer...

Submit

Still have questions?

Continue Learning about Other Math

The numbers to the side and top indicate how many black squares there are in the row. Each number has at least one white space in between it and the next number. For instance, if the numbers are 3, 5, and 7, you will first have a group of three black squares, one or more white squares, next a group of 5 black squares, one or more white squares, and 7 black squares. The black squares can be right next to the edge or there can be several white squares between the edge and the first or last set of black squares. I hope this helps!

The numbers to the side and top indicate how many black squares there are in the row. Each number has at least one white space in between it and the next number. For instance, if the numbers are 3, 5, and 7, you will first have a group of three black squares, one or more white squares, next a group of 5 black squares, one or more white squares, and 7 black squares. The black squares can be right next to the edge or there can be several white squares between the edge and the first or last set of black squares. I hope this helps!

The numbers to the side and top indicate how many black squares there are in the row. Each number has at least one white space in between it and the next number. For instance, if the numbers are 3, 5, and 7, you will first have a group of three black squares, one or more white squares, next a group of 5 black squares, one or more white squares, and 7 black squares. The black squares can be right next to the edge or there can be several white squares between the edge and the first or last set of black squares. I hope this helps!

how is 1/3 of a set and 1/3 of a whole the same and different

There is just one set of square numbers; it is the set of all numbers which are squares of whole numbers:- i.e 1, 4, 9, 16, 25, 36, 49, ... and so on up to infinity in other words, it's the set of all numbers whose square root is a whole number.

Related questions

even

It depends on the set of numbers that you have and where, within that set, you start.

protractor, compass, 2 set squares, ruler, sharpener, alphabet and number stencil pencil and eraser.

The above statement is not true since some rectangles ARE squares. Squares are a special type of a rectangle - one in which all sides are of equal length. In other words, the set of all squares is a subset of the set of all rectangles.

x is the number of squares to the right or left a point is from zero y is the number of squares up or down the point is from zero and ordered pair is written (x,y)

I can do it in one move. imagine 4 squares set together as a 2x2 block. The whole thing is a fifth square. now in one move push 1 square away from the rest. You now have 4 squares.

The sizes of the squares can vary with the size of the set.

how is 1/3 of a set and 1/3 of a whole the same and different

SUDOKU or Single Number, is a Japanese number puzzle that has swept through the world with the same gusto as the Rubiks Cube. Newspapers carry it, software houses, toyshops and bookshops sell a great deal of it. There is even a world championships. In the basic form it is a nine-by-nine grid divided into nine (sub-set) squares of nine squares. Numbers between one and nine are strategically placed by the compiler and the player is invited to fill in the rest. The rules are very simple, the game is incredibly addictive. Fill in all the squares with one number each of one to nine. There are to be no repeated numbers in any vertical or horizontal line nor a repeated number in any sub set (square) of nine squares. How hard can it be? Common variations of Sudoku are 8x8, 12x12 and 16x16 squares. Letters or shapes can be substituted for numbers. Other Japanese number puzzles include Kakuro, Kokonotsu, Kikagaku, Samu.