For which angles (given in radians and degrees) is the percent difference between x and sin(x) less than 1.0%?
1 degree or 0.0175 radians |
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5 degrees or 0.0873 radians |
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10 degrees or 0.1745 radians |
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15 degrees or 0.2618 radians |
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None of these have a percent difference less than 1.0% because the angles have to be really small. |
Given:
For which angles (given in radians and degrees) is the percent difference between x and sin(x) less than 1.0%?
1 degree or 0.0175 radians |
||
5 degrees or 0.0873 radians |
||
10 degrees or 0.1745 radians |
||
15 degrees or 0.2618 radians |
||
None of these have a percent difference less than 1.0% because the angles have to be really small.
We want --- . You have to have your calculator in radians mode and use the radian values : Try --- --- is true . Try --- --- is true . Try --- --- is true . try --- --- is not less than . Of the choices , we then have the percentage difference between and is less than 1% only for the first three choices : equivalent to , equivalent to , and equivalent to ---- SOLUTION . |
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