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-8 -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 There is a distance of 12.

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Q: What is the distance between -8 and plus 4 on a number line?
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What is the distance between -7 and 23 on a number line?

The easiest way to find the distance between any two numbers on a number line is the bigger number minus the smaller. Here 23 - (-7) = 23+7 = 30. Remember that minus a negative number is the same as plus that number.


How do you graph -x plus 90?

It is a point on the number line, at a distance equal to x, to the left of 90.


The shortest distance between the origin and the line x plus y equals 1 is?

It is sqrt(3)/2 = 0.8660 approx.


Whats real numbers?

A real number is any number between minus and plus infinity, or it is not an imaginary number.


What is the difference between -1 and plus 12?

13 if you refer to a number line. If you subract you will get -1-12 = -13


How do you find the midpoint on a number line?

No number lines are infinite in length. If you have a section of the line, a segment, then the midpoint is the average of the lower and the higher value: (L> + H) / 2 (Lower value plus higher value divided by two) Note that if either of the values is less than zero you will have to think a little harder to get the absolute distance between them!


How do you find the absolute value of -52.5 plus 61.2?

|-52.5|+61.2 remember absolute value is the distance on the number line away from zero 52.5+61.2= 113.7


What is a number plotted on a number line?

The number can be equal to minus, zero or plus when plotted on the number line and two numbers plotted on the number line can have a range of numerical values.


What is a line parallel to y equals -4x plus 5?

The equation of such a line is [ Y = -4x plus any number].


Where is 1 plus (-3) on a number line?

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The gradient of the line y equals 4 plus 3 is?

Zero, the line is parallel to the x-axis at a distance 4+3 = 7


What is hypocentral distance?

the distance between epicentre plus its focal point( the exact point where earthquake occured, i.e. depth) is hypocentral distance.