sin 37 cos 37 sin 53 cos 53 The correct option is A 9 25sin37 cos53 sin37 cos 90 37 sin237 9 25 Suggest Corrections 3
Cos angle base hypotenuse We can see that the value of base 3 and hypotenuse 5 for angle A For angle B base 4 and hypotenuse 5 So cos A cos 53 3 5 Cos B cos 37 4 5 We also know that sin 90 A cos A Therefore cos 53 Find the value of sin 37 sin 53 tan 37 tan 53 in terms of the fraction We can use complementary relations to find the values Answer sin 37 3 5 sin 53 4 5 tan 37 3 4 tan 53 4 3 Let s proceed step by step Explanation Note that 37 53 90 Thus we can construct a right triangle with angles 90 37
sin 37 cos 37 sin 53 cos 53
sin 37 cos 37 sin 53 cos 53
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What Is The Value Of Sin 37 Degree Cos 53 Degree Brainly in
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Sin 35 37 Tan 12 37 Csc 1 Cos 37 35 Cot 37 12 Sec 1 Sin
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Report flag outlined Answer 0 59 Step by step explanation arrow right Explore similar answers messages Get this answer verified by an Expert Advertisement The value of sin 37 degrees can be calculated by constructing an angle of 37 with the x axis and then finding the coordinates of the corresponding point 0 7986 0 6018 on the unit circle The value of sin 37 is equal to the y coordinate 0 6018 sin 37 0 6018
The value of sin37 sin53 tan37 tan53 in terms of fraction is and 4 3 Cos Sin and Tan values are the main functions we take into account when solving trigonometric problems in trigonometry A right angle triangle s angles and sides are calculated using these trigonometric numbers The value of sin 370 cos 530 View Solution Click here point up 2 to get an answer to your question writing hand value of sin 37 cos 53 is olw2525
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Value Of Sin 37 And Cos 37 In Ratio Brainly in
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Value Of Sin 37 cos 53 Is a 9 25 b 3 5 Brainly in
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Evaluate The Following Cos 37 sin 53
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Without using trigonometric tables prove that i tan 48 tan 23 tan 42 tan 67 1 ii tan 7 tan 23 tan 60 tan 67 tan 83 3 iii cot 12 cot 38 cot 52 cot 60 cot 78 1 3 3 MARKS Q Show that I tan 48 tan 23 tan 42 tan 67 1 II cos 38 cos 52 sin 38 sin 52 0 Q Answer sin 37 cos 53 can be simplified using the trigonometric identities We know that sin 90 x cos x Therefore we can write sin 37 cos 53 s
Step by step explanation There can be two values of sin 37 cos 53 CASE 1 In the first case we change cos in terms of sin sin 37 cos 53 Here cos can be written as sin 90 sin 37 sin 90 53 sin 37 sin 37 CASE 2 It is given that cos 53 sin 37 We know that the complementary formula for sin is sin 90 cos Convert sin into cos trigonometric function cos 53 sin 37 cos 53 cos 90 37 cos 53 sin 37 cos 53 cos 53 cos 53 sin 37 1 Thus cos 53 sin 37 1 Hence
Value Of Sin 37 Cos 53 Is 5
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sin 37 cos 37 sin 53 cos 53 - The value of sin37 sin53 tan37 tan53 in terms of fraction is and 4 3 Cos Sin and Tan values are the main functions we take into account when solving trigonometric problems in trigonometry A right angle triangle s angles and sides are calculated using these trigonometric numbers