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1 Angles are measured in degrees. minutes and seconds
2 Biggest angle in a triangle is opposite its biggest side
3 Cartesian plane or coordinated grid was created by Rene Descartes
4 Diameter of a circle spans its circumference through its centre
5 Exterior angles of any polygon add up to 360 degrees
6 Fourth of a turn of 360 degrees is 90 degrees which is a right angle
7 Geometry means earth or land measurement
8 Hexagon is a 6 sided polygon
9 Isosceles triangle has 2 equal base angles
10 Joined polygons leaving gaps or overlaps are said to tessellate
11 K as a capital letter has angles that total 180 degrees
12 Lines are parallel when they remain equal distance apart and never intersect
13 Mile is a distance of 1760 yards
14 Nonagon is a 9 sided polygon
15 Octagon is an 8 sided polygon
16 Perpendicular lines intersect each other at right angles
17 Quadrilateral polygons have 4 sides
18 Rectangle is an example of a 4 sided quadrilateral
19 Septagon is another word for a heptagon which has 7 sides
20 Tangent line touches the circumference of a circle at just one point
21 Undecagon is a 11 sided polygon
22 Vertex is the point where lines meet thus creating an angle
23 Width is a dimensional measurement usually less than breadth
24 X axis is the horizontal number line on the Cartesian plane
25 Y axis is the vertical number line on the Cartesian plane
26 Zero coordinates of (0, 0) is where the X and Y axes intersect each other on the Cartesian plane
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What is geometrical representation of partial derivatives?
The partial derivative of z=f(x,y) have a simple geometrical representation. Suppose the graph of z = f (x y) is the surface shown. Consider the partial derivative of f with respect to x at a point. Holding y constant and varying x, we trace out a curve that is the intersection of the surface with the vertical plane. The partial derivative measures the change in z per unit increase in x along this curve. Thus, it is just the slope of the curve at a value of x. The geometrical interpretation of is analogous in both types of derivatives, i.e., Ordinary and Partial Derivatives
What is 2.6 as a simplified fraction?
2.6 = 26/10 or 13/5 in fraction2.6 = 26/10 or 13/5 in fraction
What is the probability of picking a consonant from A to Z?
It is 21/26.
How many different three-letter initials are there that begin with an A?
teshome hambissafirst space filled with A this implies that n(first)=1.second space filled with all letters from a-z this implies that n(second)=26.third space filled with all letters from a-z this implies that n(third)=26.therefore by principle of counting1x26x26=676.
If a equals 1 and z equals 26 is ther a word worth 1000000 and if so what is it?
Probably not. The least possible number of letters that the word could have ... if every letter in it is a 'z' worth 26 ... is (1,000,000/26) = 38,461 letters. Since every letter can't be a 'z', some letters must be worth less than 26, and there must be more than 38,461 of them. If there is such a word, I don't want to know what it is.
