Are 1/2 and 3/6 represent same point on the number line?
ie, Both the fractions are of equal value, so they will represent same point on the number line.
Does every point on a number line represents?
Every point on a number line represent a unique number.
How do you represent numbers on a line?
- Draw a straight line.
- Mark a point at the extreme left as 0.
- Mark another points to the right of 0. Label them as 1, 2, 3,… The distance between these marks must be uniform. They are said to be at a unit distance from one another.
Is a number on the real number line if we subtract 1 from this number then the new number will be?
Therefore, the new number is -4.
Which is on the right of other on the number line in given pair (- 3 8?
-3 is to the right of -8 on the number line.
Is every point on a number line represents a unique real number?
So, no two of them are the same. But we can clearly say that all points in a number line represent a different number either it is a rational, irrational or natural number. But it is unique. So, every point in a number line represents a unique number.
Which point on the number line represents 1 3?
1/3 can be represented in the number line by dividing the space between 0 and 1 into three equal parts. Thus, 1/3, 2/3 and 3/3 (=1) are the points on the number line.
Which of the following numbers is represented by every point on the number line 1 point?
In basic mathematics, number line is a picture of straight line on which every point is assumed to correspond to real number.
How do you represent 12 5 on a number line?
- convert 12/5=4 into number line and also -4
- then draw a line and mark.
How do you represent a number?
- Standard Form. This one might be obvious, but our students need to know how to write and read numbers in standard form.
- Word Form.
- Place Value Chart.
- Expanded Form.
- Pictorial or Object Representation.
How do you represent 7 on a number line?
- Let A be on the line such that OA=
- Draw AB perpendicular to OA at A such that AB= Then.
- OB2=OA2+AB2=12+12=2 Thus OB=2 .
- Again draw CD prependicular to l such that CD= Then.
- OD2=OC2+CD2=2+1= Thus OD=3 .
- Hence OF=7 . With O as centre and OF as radius, cut l at G.