46° to 40°

Q: Change from degrees to radians. 330°

A: Topic - angle

Q: 13 -T radians to degrees: 2 Convert

A: Given 13/2π

Q: Convert the angle -4.8 radians to degrees.Round to two decimal places.

A: Degrees=180°π × radians=180°π×-4.8=-275.02Deg

Q: Convert 7/5π radians to degrees:

A: conversion of radian into degree by multiplying 180/Pi.

Q: 26x Find the reference angle for 9. radians olo

A:

Q: Convert each angle in radians to degrees:

A: we know that for converting given angles in degree we multiply given angles with 180π

Q: Convert the angle in radians to degrees: -5ᴫ /3 radians

A: We will use π radian = 180 degrees .

Q: Change from degrees to radians. 210°

A:

Q: Convert 7π / 3 radians to degrees.

A: 7π3Now, we know that π=180°So,2π3=75×180

Q: Convert 50 degrees to radians radians 17T Convert to degrees 18 degrees

A:

Q: Find the magnitude of v. V = = 4i

A:

Q: Convert 2π9 radians to degrees.

A: We have to convert 2π9 radians into degrees.

Q: 5 Convert 3 Convert T radians to degrees:

A: To convert 53π radians into degrees.

Q: Name the quadrant ir sine = and cose is II

A: We have to check

Q: Convert the angle in degrees to radians: -300°

A: To convert to radian, one have to multiply the given angle by π180

Q: Convert the angle 420° to radians:

A:

Q: 4. a) Change each angle to radians: - 120° 540°

A:

Q: 147 radians to degrees. 9 Convert

A: π radian=180°

Q: lb) Convert 5 n radians to degrees.

A: Given:         −5π4

Q: Convert the angle -4.8 radians to degrees. Round to two decimal places.

A: To convert radian to degree, multiply the given angle by 180π

Q: sin? (c)

A:

Q: Convert from radians to degrees. (a) 3/2 (b) 5π/3 (c) 5/12  (d) −5π/4

A: π radian = 180 degree

Q: Convert the angle -13π/20 in radians to degrees

A: Given: -13π20

Q: Convert the angle 360° to radians.

A:

Q: Find the magnitude of (3 + 7i).

A:

Q: 2. Convert 1.7 radians to degrees.

A: To Convert:    1.7 radians to degrees

Q: (с) 270° (а) 150° (е) п/3 radians (f) п/6 гadians

A:

Q: A) Convert 126 degrees into radians. B) Convert radians into degrees.

A: A). To convert 126° into radians. Solution: We know that to convert an angle in degrees to radian we…

Q: Find the magnitude of v.     v = 4i

A: Given v = 4i

Q: Find the acute angle e if 3cose = 0.5. Leave your answer in 1dp.

A: Solution of given question is written in below steps.

Q: Convert the angle in radians to degrees. 11. radians 6. 11t radians 6. II

A:

Q: 8. Convert the angle 315° into radians.

A:

Q: 1) Convert to radians in terms of pi. a) 50° b) 60° =

A:

Q: The minute hand on a clock rotates through _________ degrees between 8:00 AM and 3:25 PM.

A: In one hour , the minute hand goes around a full rotation ( 360°) .   60 minutes = 1 hour  1 minute…

Q: 697 radians is 8 The angle between 0 and 2T in radians that is coterminal with the angle

A:

Q: 11T radians to degree measure. 6. Convert

A: Given,          θradian=11π6

Q: Convert the angle 3π/2 radians to degrees. ________ degrees

A: Since, we know that- π radian=180° Hence,  1 radian=180°π Thus, the conversion factor to convert…

Q: 340 degrees to radians

A: If we have to convert the degree into radian then:-

Q: 7.09 cm B 4.60 cm

A: Ans:  we will use trigonometric ratio to solve this question.

Q: 420 = radians.

A: For converting degree to radians first of all we will have to know the relation between degree and…

Q: (4) Use the angle subtraction formulas to find the sine and cosine of 15°.

A:

Q: 4T Find the reference angle for - |radians

A: The solution is given below.

Q: 240° = radians. 3 3 3 3

A: Given query is to find measure of the angle in radian.

Q: Convert the angle 2π/3 in radians to degrees.

A: Radian and degree are the measure for angles. One radian is the angle made at the center of a circle…

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.