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Application of Trigonometry in Daily Life
Exterior Angles
Exteriors angles are angle between any side of the shape and a line extended from the next side or outwards.
When the two parallel lines are cut by a transversal, then the angles which are formed in the outside of the lines are called as exterior angles.
If you are adding the interior and exterior angles of any shape on the same vertex, you will get a straight line of about 180˚.
With reference to the above figure the exterior angle LACD is as the side of BC of ∆ ABC is extended to the next side D.
The exterior angles LACD are supplemental to the adjoining interior angles LABC.
The addition of interior and exterior angles are equal to 180˚.
LACD + LACB = 180˚
Exterior Angles of Triangles
The exterior angle of triangles is angle in between one side of the triangle and the extension of an adjacent side.
Exterior angles of triangles are formed when one side of the triangle is extended to the adjacent side of the triangle.
An exterior of triangle is equal to the sum of the addition of the opposite two interior angles.
Ld = La + Lb
Finding Exterior Angles
Finding the exterior angles with reference to below given figure.
We know that sum of the adjacent angles inside the triangles are forming a straight line.
So,
x + 58˚ = 180˚
x = 180˚58˚
x = 122˚
We also know that sum of angles of inside the triangles are equal to 180˚.
So,
x + y + z = 180˚
60˚ + y + 58˚ = 180˚
y = 62˚
We know that the exterior angle of triangle is equal to the sum of the opposite interior angles.
So,
50˚ + x = 92˚
x = 92˚  50˚ = 42˚
We also know that that the sums of the interior angles and adjacent exterior angles are equal to 180˚.
So,
y + 92˚ = 180
y = 180˚  92˚ = 88˚
Exterior Angles Definition
Exterior angles are defined as it is the angle between the side of a shape and an extended adjacent side.
Exterior Angles of a Triangle
The exterior angles of a triangle measure are equal to sum of its two remote angles.
In other wards an exterior angles of a triangle is equal to the sum of the two opposite sides of the interior angles.
We know that the sum of the angles inside the triangles is equal to 180˚.
X + Y + Z = 180˚ > (1)
We also know that the sum of the measure of angle w and angle z is equal to 180˚.
W + Z = 180˚ > (2)
From the equation 1 and 2
Z = 180˚ – X – Y
W + 180˚ – X – Y = 180˚
W = X + Y
So the measure of exterior angles of triangle is equal to the sum of the measures of the two remote interior angles of the triangle.
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Question:me in class 10th and need to make a model on the application of 3d geometry in daily life...........please help....please..suggest some sites
Answers:3D geometry explains different object with threedimensional shapes, that cannot be sketched on papers. Spheres, Cones are the example of 3D. A ball is used in daily life. Motor car tyres are cylindrical and are also in daily use. You look at your TV which is a 3D object of daily use. A die is in the shape of a cube. A portable DVD player is in the shape of a rectangular prism.
Answers:3D geometry explains different object with threedimensional shapes, that cannot be sketched on papers. Spheres, Cones are the example of 3D. A ball is used in daily life. Motor car tyres are cylindrical and are also in daily use. You look at your TV which is a 3D object of daily use. A die is in the shape of a cube. A portable DVD player is in the shape of a rectangular prism.
Question:TESTS:
a. putting NaOH solution and nitric acidPROTEINS
b. putting iodine solutionSTARCH
c. rubbing fats on a paperFATS
Answers:(A) Police forensics units use this one to 'develop' fingerprints in certain circumstances. (B) Outside of a general biology lab, I cannot imagine any practical use in daily life. A sort of reverse version has been used as a medical test for sweating. An iodine solution is applied to the skin and allowed to dry, then dusted with starch. Since the reaction requires water, the treated skin will turn purpleblack if/when sweating occurs. (C) The pioneers and other nontechnology peoples used to make translucent window coverings by rubbing fats into thin animal skins. This allowed them to keep out the cold winds while letting in some daylight. I suppose there might be some similar application for paper, but I can't think of one (aside from maybe using it as a fire starter; fatsoaked paper would burn pretty easily).
Answers:(A) Police forensics units use this one to 'develop' fingerprints in certain circumstances. (B) Outside of a general biology lab, I cannot imagine any practical use in daily life. A sort of reverse version has been used as a medical test for sweating. An iodine solution is applied to the skin and allowed to dry, then dusted with starch. Since the reaction requires water, the treated skin will turn purpleblack if/when sweating occurs. (C) The pioneers and other nontechnology peoples used to make translucent window coverings by rubbing fats into thin animal skins. This allowed them to keep out the cold winds while letting in some daylight. I suppose there might be some similar application for paper, but I can't think of one (aside from maybe using it as a fire starter; fatsoaked paper would burn pretty easily).
Question:i'm making my term paper..and i badly need ur ans. thanks!
Answers:Clinical? Not sure about clinical....but in day to day life for sure.....eg Mining, to dissolves rock around gold, Vinegar, Bleaches, Agents such as bathroom mold removing products, Citric Acids used in cooking...the list is abundant!
Answers:Clinical? Not sure about clinical....but in day to day life for sure.....eg Mining, to dissolves rock around gold, Vinegar, Bleaches, Agents such as bathroom mold removing products, Citric Acids used in cooking...the list is abundant!
Question:All those algebraic equations, are they relevant when our daily life is concerned?
Answers:It does teach you another way of looking at things. For example, if I wanted to make something which calls for 2 cups of sugar, and I only have 1 1/2 cups, how can I adjust the rest of the ingredients to I can still make the cookies? I don't have to use algebra for thatbut can if I want.
Answers:It does teach you another way of looking at things. For example, if I wanted to make something which calls for 2 cups of sugar, and I only have 1 1/2 cups, how can I adjust the rest of the ingredients to I can still make the cookies? I don't have to use algebra for thatbut can if I want.
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