Hi everyone,(adsbygoogle = window.adsbygoogle || []).push({});

Trying to revise and I came across this question:

Solve the eqn cosec^2x = (3cotx + 4)/2, giving all values of x in the interval 0 < x < 2pi in radians to two dp.

I ended up with two principal values/angles (working in degrees at the moment), which are:

tan^-1(x) = 26.6 deg. and tan^-1(x) = -63.4 deg.

i used the formulapv + 180n, and got the right answers for -63.4 deg, which are:

2.03 rad and 5.18 rad, but when I applied the same forumla to solve tan^-1(x) = 26.6 deg

I got one wrong answer to the mark scheme: 6.74 rad (supposed to be 0.46 rad) but one right answer: 3.61 rad.

Completely confused on this as I'm sure I didn't misuse the formula.

Any suggestions on this would be great!

Thanks in advance.

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# Homework Help: Solving in intervals

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