Solution 4.4:1c
From Förberedande kurs i matematik 1
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m (Lösning 4.4:1c moved to Solution 4.4:1c: Robot: moved page) |
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| - | + | There is only one angle between | |
| - | < | + | <math>0</math> |
| - | {{ | + | and |
| + | <math>2\pi </math> | ||
| + | whose sine value equals | ||
| + | <math>\text{1}</math> | ||
| + | and it is when | ||
| + | <math>v={\pi }/{2}\;</math> | ||
| + | |||
[[Image:4_4_1_c.gif|center]] | [[Image:4_4_1_c.gif|center]] | ||
Revision as of 12:34, 30 September 2008
There is only one angle between \displaystyle 0 and \displaystyle 2\pi whose sine value equals \displaystyle \text{1} and it is when \displaystyle v={\pi }/{2}\;

