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There is no limit to the number of y-intercepts a line can have. The axis itself is a line and it intercepts itself an infinite number of times.
Irrational numbers can be graphed at a number line, but only as an estimation.
The number would be 7.9 on a number line. What you can do to find this number is go to the spot on the number line that says 7 and 8. Cut the number line between 7 and 8 into 10 pieces. Then count to the ninth peice and this is 7.9
Draw a line, from 0, angled at 45 degrees to the number line. Let P be the point at 4.3 units along this line. Drop a perpendicular from P to the number line - to meet it at Q. Then OQ = sqrt(4.3). Repeat on the negative side of the number line.
On the Cartesian plane the horizontal number line is the x axis.
I've used it once but the australian number is 1800-55-1800. :)
the purpose of a number line is to help math.
Australian National Line was created on 1956-10-01.
The Australian brand Berlei sell a number of products both on a national and international market. Their primary line includes a number of designs for womens underwear and bras.
Dial 0061 (the international access code for Australia) - then the number in full.
Dial 0061 (the international access code for Australia) - then the number in full.
A number line can help you visualize for example, that 5/3 is the same as 1 2/3. Just divide the number line into thirds, and count of 5/3. However, the actual conversion is better done through a calculation, rather than using the number line.
not sure please help me
1098
To help people differentiate it from the number one (1).
help you know to count to 0to100
The question is incomplete. How does knowledge of integers on a number line WHAT when using a coordinate plane? Help? compromise? confuse? handicap?The question is incomplete. How does knowledge of integers on a number line WHAT when using a coordinate plane? Help? compromise? confuse? handicap?The question is incomplete. How does knowledge of integers on a number line WHAT when using a coordinate plane? Help? compromise? confuse? handicap?The question is incomplete. How does knowledge of integers on a number line WHAT when using a coordinate plane? Help? compromise? confuse? handicap?