Math, asked by khushiangel1, 17 days ago

what is the principal value of acrtan (3:7)
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Answers

Answered by aparuparava07
3

Answer:

The arctan of 3.7 is 1.307 radians, and the value in degrees is 74.876°. To change the result from the unit radian to the unit degree multiply the angle by 180° / and obtain 74.876°.

Step-by-step explanation:

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Answered by saranaqvi16
1

Answer:

The arctan of 3.7 is 1.307 radians, and the value in degrees is 74.876°.

Step-by-step explanation:

arctan 3.7 = 1.307 rad = 74.876°

arctangent 3.7 = 1.307 rad = 74.876 °

arctangent of 3.7 = 1.307 radians = 74.876 degrees

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