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any three that connect
any three that connect
a triangle is formed by line segments that connect two non-collinear points
About 19.24 degrees, assuming no change of velocity in either direction. Draw two vectors. A horizontal vector of length 8.3. and a vertical vector of length 2.9 and connect the "tail" of the second to the "head" or "arrow" of the first. You should have a horizontal line segment of 8.3 and a vertical line segment of 2.9 rising from the right end of the horizontal line segment. You'll have two sides of a right triangle, with the right angle on your right. Connect the ends of the two segments with another segment, and that's the hypotenuse of your right triangle. You're interested in the angle on the left - the takeoff angle. You know the length of the side opposite it and the length of the side adjacent to it. The tangent function is opposite over adjacent. tan = opp / adj You need the angle whose tangent is found by dividing the length of the opposite side by the length of the adjacent side. When we see "the angle whose tangent is" we use arctangent. We'll use T as the takeoff angle. arctan T = 2.9 / 8.3 = .349 arctan of .349 = 19.24o
Displacement on the horizontal axis, velocity on the vertical, plot speed at 10m intervals, connect the points with a smooth line.
any three that connect
any three that connect
a triangle is formed by line segments that connect two non-collinear points
Connect 3 line segments and their ends.
they connect the same
What do you mean? As in if you connect two points that make a horizontal line? Are you trying to figure out the Slope? The slope of a horizontal line is 0. And the slope of a vertical line is undifined. If that's what you were asking. Or if you were asking plainly what it is when that happens, it's just a horizontal line.
About 19.24 degrees, assuming no change of velocity in either direction. Draw two vectors. A horizontal vector of length 8.3. and a vertical vector of length 2.9 and connect the "tail" of the second to the "head" or "arrow" of the first. You should have a horizontal line segment of 8.3 and a vertical line segment of 2.9 rising from the right end of the horizontal line segment. You'll have two sides of a right triangle, with the right angle on your right. Connect the ends of the two segments with another segment, and that's the hypotenuse of your right triangle. You're interested in the angle on the left - the takeoff angle. You know the length of the side opposite it and the length of the side adjacent to it. The tangent function is opposite over adjacent. tan = opp / adj You need the angle whose tangent is found by dividing the length of the opposite side by the length of the adjacent side. When we see "the angle whose tangent is" we use arctangent. We'll use T as the takeoff angle. arctan T = 2.9 / 8.3 = .349 arctan of .349 = 19.24o
The center of gravity for a triangular region is at the point where the three medians of the triangle intersect. The medians are the line segments that connect each vertex of the triangle to the midpoint of the opposite side. This point is also known as the centroid of the triangle.
That is a RIGHT triangle. You have to know the length of one of the sides to determine the length of the other two. The formula used is A squared plus B squared equals C squared. Imagine a triangle with a vertical line 3 inches long. Call that vertical line "A". Starting at the base of the vertical leg draw a horizontal line to the right that is 4 inches long. Call that horizontal line "B". Now connect the top of "A" to the right end of "B" with a diagonal line. Call that line "C". That diagonal line is 5 inches long. We know this because 3 squared (A) is 9 and 4 squared (B) is 16 and 9+16=25, the square root of which is 5.
In a pedigree, a vertical line and a bracket connect _____.
Displacement on the horizontal axis, velocity on the vertical, plot speed at 10m intervals, connect the points with a smooth line.
A triangle has three components - three sides, three angles, and three vertices. The sides are the line segments that connect the vertices, the angles are the measurements between these sides, and the vertices are the points where the sides intersect.