Answer:
1.01010 x 10³. Might vary if it asks for specific significant figures.
The intersection of altitudes traced perpendicularly from a triangle's vertices to its opposite sides is known as an orthocenter.
Given that,
We have to find what is orthocenter.
We know that
<h3>What is Orthocenter?</h3>
The intersection of altitudes traced perpendicularly from a triangle's vertices to its opposite sides is known as an orthocenter. It is the location in a triangle where the three angles of the triangle intersect. An orthocenter's three primary characteristics are as follows:
Triangle: A three-sided polygon with three edges.
A triangle's height is the line that runs between its vertices and perpendicular to the other side. A triangle can therefore have three heights, one from each vertices.
Vertex - A vertex is the intersection of two or more lines.
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Multiply 8 by 60 and you will get 480 feet per minute.
Answer:
w = -7
Step-by-step explanation:
6= 20 + w/2
-20
-14= w/2
÷2
-7= w
Line D the y axis is vertical only horizontal lines can have one point from the y axis otherwise it would be parallel to the y axis or include more points from it.
