Примери коришћења Number line на Енглеском и њихови преводи на Српски
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We have a number line here.
Graph the solution on a number line.
So let's draw a number line right over here--.
Let's make that 0 on the number line.
So let me draw a number line right over here.
Људи такође преводе
Let's visualize that on a number line.
So that first value, on this number line, so all of these are absolute values.
Orange dot to 5/2 on the number line.
And if we wanted to visualize this on a number line, the way we would think about it,let's say that this right over here is our number line.
So we've represented it on the number line.
Let's draw the number line right here.
Let me mark everything else on this number line.
So if this is the number line right there, that is 0, and we draw some points, let's say that this is 7, that is 8, that is negative 7, that is negative 8.
Let's look at the number line here.
So we have 11, so let me circle 11-- let me see where 11 is on the number line.
Let's say that this is the number line, right here.
So notice in both situations we subtracted 3,we moved 3 to the left on the number line.
Let's think about this number line right here.
This is going to land us right over here on the number line.
A marker is placed at zero on the number line, and a fair coin is flipped.
We're told to graph all possible values for h on the number line.
An elementary example of a random walk is the random walk on the integer number line,, which starts at 0 and at each step moves +1 or- 1 with equal probability.
How would we display less than or equal to 1,500 a number line?
In other words, the number line where every real number is defined as a Dedekind cut of rationals is indeed a complete continuum without any further gaps!
So 1+ 2-- Let's do that on a number line.
Given a set of n intervals on the number line, we want to construct a data structure so that we can efficiently retrieve all intervals overlapping another interval or point.
Move the orange dot to 9/4 on the number line.
An elementary example of a random walk is the random walk on the integer number line, Z{\displaystyle\mathbb{Z}}, which starts at 0 and at each step moves +1 or- 1 with equal probability.
One is you can draw them on the number line.
Because we didn't have to draw a number line all the way to 42.