How to calculate the coordinates backward 1 6 meters?

The coordinates are back to the meter, and the parameters can be calculated.

If the coordinates are backward by one meter, then it will be counted as one meter six.

Meter pole, if the calculation is um, the coordinates are backward meters, um, it should be moved back as a whole, so that it can.

Multi-table backward Milu can be calculated as coordinates, backward and backward meters, you have to calculate from its launch point, and then you have to remember its inertia, which still needs to be calculated.

The coordinates are set back by meters, it depends on your position in the coordinate system, isn't it? Is it the position on the coordinate axis or the position in which quadrant, you have to calculate your specific position according to the different quadrants or the position on the coordinate axis.

Just take your current coordinates, and then subtract the meter to calculate what it is equal to.

How to calculate this coordinate truck meter Well, not very professional, not very good at calculating, you can ask your teacher, if you don't understand.

How do you calculate this by taking a meter back? I didn't study science and engineering.

I can write it down on a piece of paper, and then you can refer to this formula.

If the coordinates are backward, it is more troublesome to calculate.

How to calculate the coordinates of the retreat meter, this, I didn't count you.

The coordinates are calculated backward meters, the distance between the two points is 11 meters, and the vertical height of the midpoint is meters.

l = 11 m, h = m.

Arc radius: r=(l 2+4h 2) (8*h)=(11 2+4*m.

Center angle: a=2*arc sin(l 2r)2*arc sin(11 (2*.)

Degrees = radians. Arc length: r*a=m.

Use the formula for calculating trigonometric functions. Point coordinates (x1, y1), point coordinates (x2, y2), and the distance d between the two points is (x1-x2)*(x1-x2)+(y1-y2)*(y1-y2).