Mathematics, 11.11.2020 18:30 lolweapon

). The number of degrees in an angle exceeds 14 times the number of radians in it by 51. 22.
Taking me = find the sexagesimal measure of the angles.
7.

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). The number of degrees in an angle exceeds 14 times the number of radians in it by 51. 22.Taking me = find the sexagesimal measure of the angles.7.

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Another question on Mathematics

). The number of degrees in an angle exceeds 14 times the number of radians in it by 51. 22.
Taking me = find the sexagesimal measure of the angles.
7.