I always had trouble in calculating the angles because I did not remind the table that's why I had trouble in calculating the angle by the table. All my friends remembered the table but it was difficult to me to pass the exam paper without angle, so I started harassing my teacher and asked him, "Sir, there is no other way or method ." He helped me and make a short trick with his help. That trick I tell you
You have always used this table
Another method
We can Calculate the angle by the left and right method.
As you know these are some basic angle
0 ° 30 ° 45 ° 60 ° 90°
These are five angles that we get out of
Eg sin30 °, sin45 ° etc
Tan45 °, tan 90 °, tan30 ° etc.
Cos0 ° cos30 ° etc
You just have to remember three formulas (L = left)
(R = right)
1. SinΦ = √L / 4
2.cosΦ = √R / 4
3. TanΦ= √L / R
With example
Suppose we have to find the value of sin30 °
Formula is sin = √L / 4
Left of 30 ° is an angle 0 ° so L = 1
By formula
Sin = √L / 4 and L = 1
Sin = √1 / 4 so value is 1/2
If you want to find the value of Cosec 30 ° is reciprocal of sin° means reciprocal of 1/2 is cosec 30 ° = 2
One more example
Suppose we get the value of cos 30 °
The formula of cos° is √R / 4
Cos 30 ° right = 3 angle 45 °, 60 °, 90 °
Therefore R = 3
Formula is
Cos = √ R / 4 and R = 3
Cos30 °. = √3 / √4 means √3 / 2 (sec° reciprocal of cos°)
One more example is
Tan45 ° is ????
By formula tan ° = √L / √R
Tan45 ° Left Angle is 0 ° and 30 ° and Right Angle is 60 ° and 90 °
L = 2 and R = 2
By formula tan ° = √L / √R
Tan 45 ° = √2 / √2. = 1
Value of Cot° is Reciprocal of tan° value
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