Posted by **Bryan** on Friday, November 30, 2007 at 4:27pm.

If any body could help me figure out these problems. I would love to know how to do it, and not just get an answer, however if you don't have the time to explain it to me, then the answer will suffice.

6. (1 pt) Solve the following equation in the interval [0, 2 p

Note: Give the answer as a multiple of p. Do not use decimal

numbers. The answer should be a fraction or an integer. Note

that p is already included in the answer so you just have to enter

the appropriate multiple. E.g. if the answer is p/2 you should

enter 1/2. If there is more than one answer enter them separated

by commas.

2(cos(t))2−cos(t)−1 = 0

t =________ pi

7. (1 pt) Solve the given equation in the interval [0,2 p].

Note: The answer must be written as a multiple of p. Give exact

answers. Do not use decimal numbers. The answer must

an integer or a fraction. Note that p is already provided with the

answer so you just have to find the appropriate multiple. E.g.

the answer is p

2 you should enter 1/2. If there is more than one

answer write them separated by commas.

2(sin x)2−5cos x+1 = 0

x=__________ pi

- Math (Pre-Calc) -
**Bryan**, Friday, November 30, 2007 at 4:35pm
By the way when is says the interval, it's [0, 2pi] The p's should be pi's

- Math (Pre-Calc) -
**Michael**, Friday, November 30, 2007 at 4:59pm
For the first, factor the equation as you would if cos(t) were x.

For the second, recall that the #1 Identity (most important) is sin^2(x) + cos^2(x) = 1. Solve the identify for sin^2(x) and plug that into your equation so that it contains *only* cosine. Then, factor the equation as you would if cos(x) were simply x.

Try that, and if you have any problems, let us know.

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