The dimensions of this sheet of paper are given in decimal numbers expressed to the hundredth place with the tenths and hundredths digits being non-zero. If you travels between 18 and 19 centimeters what are the dimensions of the sheet of paper. Give one possibility
One possibility for the dimensions of the sheet of paper is 18.01 cm by 18.99 cm.
To find one possibility for the dimensions of the sheet of paper, we can use trial and error with decimal numbers between 18 and 19 centimeters.
Let's start with a length of 18.10 cm and a width of 1.90 cm. Adding up these dimensions, we get:
18.10 cm + 1.90 cm = 20.00 cm
The total length and width is 20.00 cm, which is larger than the given range of 18 to 19 cm.
Let's try another possibility:
Length: 18.50 cm
Width: 0.50 cm
Adding up these dimensions:
18.50 cm + 0.50 cm = 19.00 cm
The total length and width is 19.00 cm, which falls within the given range of 18 to 19 cm.
Therefore, one possible set of dimensions for the sheet of paper is 18.50 cm by 0.50 cm.
To find the dimensions of the sheet of paper, we need to consider the possible combinations of decimal numbers between 18 and 19 centimeters. Since the tenths and hundredths digits need to be non-zero, we can start by considering the smallest possible values for each digit.
Let's assume the dimensions of the sheet of paper are denoted by length and width. The length can be expressed as a decimal number between 18.01 centimeters (18 and one hundredth) and 18.99 centimeters (18 and ninety-nine hundredths). Similarly, the width can have values between 0.01 centimeters and 0.99 centimeters.
To find one possibility for the dimensions, we can randomly select a value within the given range for both the length and the width. Let's say we choose 18.45 centimeters for the length and 0.67 centimeters for the width.
Therefore, one possibility for the dimensions of the sheet of paper is 18.45 centimeters by 0.67 centimeters.