20*4-30*4+20x=0
80-120=-20x
-40=-20x
2=x
Center.
Yes, an Octagon does have a center point. The easiest way for me to find this is by drawing lines between opposite vertexes. You should end up with four lines and they should be crossing at one point. That is your center point! :V
The point where the lines which connect one vertex of the triangle and the middle of the opposite side intersect.
A diameter - provided it meets the boundary of the circle or sphere on opposite sides.
The center of a coordinate plane is called the origin. The origin is the ordered pair (0,0).
Their directions will always be opposite: centrifugal, away from the center and centripetal toward the center. If the magnitudes of the two forces are equal, they balance each other.
The lowering of the center of gravity will make it easier for the person to balance. The person will use less muscular energy to maintain his balance with that lower center of gravity.
Cerebellum
It is the opposite of a right prism. The bases are not directly aligned atop another, and it has a visible lateral height instead of a visible height (Which is from the center of one base to the center of the other base).
The opposite of the verb to center could be to offset or angle.The opposite of center (central location) would be edge, periphery, outskirts, or border.
in the center
Its the balance point.
Not true, it must be on a balance pan.
Find the pan of the triple-beam balance and place the object in the center of the pan.
Because any matter that pulls you to one side will be compensated by another piece of matter that pulls you in the opposite direction.Because any matter that pulls you to one side will be compensated by another piece of matter that pulls you in the opposite direction.Because any matter that pulls you to one side will be compensated by another piece of matter that pulls you in the opposite direction.Because any matter that pulls you to one side will be compensated by another piece of matter that pulls you in the opposite direction.
The perimeter.
Symmetry - Exact correspondence of form and constituent configuration on opposite sides of a dividing line or plane or about a center or an axis. Definition from [related links].