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Loose-leaf paper (three to five holes punched on the side so that it can fit in both 2-ring and 3-ring notebooks) usually measures 8.5 inches wide by 11 inches long.

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Q: What is the length and width of standard notebook paper?

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what is the width of a notebook

yes because it has a depth of less than a milimeterMy version:Yes, the three dimensions for our purposes are length width and depth. Paper has a thickness (depth) even though it is seen by our eyes as two dimensional (length and width only)

deli

The perimeter of a standard- sized rectangular rug is 94 ft. the length is 3 ft more than the width. Find the length and the width.

A sheet of A4 paper measures 29.7 centimetres in length and 21.0 centimetres in width. A third of this length would be 9.9 centimetres in length and 7 centimetres in width.

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what is the width of a notebook

A standard sheet of paper is 8 1/2 x 11 so a standard notebook would be very close to those dimensions.

Depends on the paper. Computer paper is usually 8.5" by 11". Notebook paper may be 8.5" x 11", but some is slightly smaller.

yes because it has a depth of less than a milimeterMy version:Yes, the three dimensions for our purposes are length width and depth. Paper has a thickness (depth) even though it is seen by our eyes as two dimensional (length and width only)

Typical notebook paper size is 8.5 inches in width and 11 inches in length.

deli

A thin sheet of paper is essentially two-dimensional, with length and width. Height is very thin and can be negligible compared to length and width.

There are no standard measures.

The perimeter of a standard- sized rectangular rug is 94 ft. the length is 3 ft more than the width. Find the length and the width.

im pretty sure its 12 inches width and length

A sheet of A4 paper measures 29.7 centimetres in length and 21.0 centimetres in width. A third of this length would be 9.9 centimetres in length and 7 centimetres in width.

A cube (3D) has length, width and height. A square (2D) drawn on a piece of paper only has length and width - in the case of a square, all sides have the same length.