tell me please
Anonymous
4/5ths is smaller than 1 but bigger than 1/2.
The vinculum is placed on top of the repeating number after the decimal. For example, 1/3 would be written out as .333333 or .3 with the vinculum above the three.
The number on the written line is different then the number line.
next to one and three
Three quarters of the way from 0 to 1.
a half. 2/5 = 4/10, 1/2 = 5/10, 3/5 = 6/10
4.7
A simple definition is that the absolute value of a number is how many places away from zero it is on a number line. Say you have the number three. The number three is three places away from zero on a number line. Say you have the number negative three. That number is also three spots away from zero on the number line. That is why there is no such thing as negative absolute values.
4/5ths is smaller than 1 but bigger than 1/2.
The vinculum is placed on top of the repeating number after the decimal. For example, 1/3 would be written out as .333333 or .3 with the vinculum above the three.
The number on the written line is different then the number line.
If I understand the question, and if I am not mistaken, three or any number number of planes can intersect in one line.
Three tenths would go be side the number three
The number 1000 was simply M.Roman numerals did not have any symbol occurring consecutively more than three (or sometimes four) times. A number such as 110 000 would be written as the symbol CX (the Roman numeral for 110) with a horizontal line over the top. The horizontal line indicates the number is multiplied by ten thousand.The remainder of the number would be written as 100 is normally written: C
next to one and three
well, a line consists of an infinite number of points the three important points on a line are start (the origin of the line) end (the end of the line) midpoint (halfway across the line)
It depends upon WHERE the 10 equals parts start and finish. If both ends are greater than 2⅘ or both less than 2⅘ then 2⅘ does NOT appear anywhere on the given number line. Otherwise it will appear at (2⅘ - start)/(end - start) along the line from start towards end. Examples: If the number line is numbers from 0 to 10, it will appear (2⅘ - 0)/(10 - 0) = 7/25 along the line which is at 7/25 × 10 = 2⅘ marks along the line which would be ⅘ of the way from the 2nd mark after the start (labelled 2) towards the next mark (labelled 3). If the number line is numbers from 2 to 3, it will appear (2⅘ - 2)/(2 - 1) = ⅘ along the line which is at ⅘ × 10 = 8 marks along the line which would be at the eighth mark after the start labelled (2.8 or 2⅘).