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March 29, 2015

Posted by **HotMath** on Thursday, June 9, 2011 at 1:04pm.

1.)Which expression is equivalent to tan(theta)-(sec(theta))/(sin(theta))?

A.)-cot(theta)

B.)cot(theta)

C.)tan(theta)-cot(theta)

D.)tan(theta)-sec^2(theta)

2.)Find the exact value of:cos 375 degrees

A.)(sq root 6- sq root 2)/4

B.)(sq root 6 + sq root 2)/4

C.)(sq root 2 - sq root 6)/4

D.)-(sq root 2 - sq root 6)/4

3.)Which expression is equivalent to: cos ((theta)+pie/2).

A.)cos (theta)

B.)-cos(theta)

C.)sin(theta)

D.)-sin(theta)

4.)Find the exact value of sin 2(theta) if cos(theta)=(- sq root5)/2 and 180 degrees<(theta)<270 degrees.

A.)-1/9

B.)(-4 sq root 5)/9

C.)1/9

D.)(4 Sq root 5)/9

5.)Find the exact value of sin (theta)/2 if cos(theta)=2/3 and 270 degrees<(theta)<360 degrees.

A.)1/3

B.)-1/3

C.)sq root 6/6

D.)(- sq root 6)/6

6.)Find the exact value of cos105 degrees by using a half-angle formula.

A.)(sq root2-sq root 3)/2

B.)-(sq root 2- sq root 3)/2

C.)-(sq root 2+ sq root 3)/2

D.)(sq root 2+ sq root 3)/2

7.)Find the solution of sin2 (theta)=cos (theta) if (theta degrees)<=(theta)<180 degrees.

A.)30 degrees and 90 degrees

B.) 30 degrees and 150 degrees

C.)30 degrees, 90 degrees, 150 degrees

D.)0 degrees, 90 degrees, and 150 degrees

8.)An insect population P in a certain area fluctuates with the seasons. it is estimated that P=17,000+4500sin(pie t)/52, where t is given in weeks. Determine the number of weeks it would take for the population to initially reach 20,000.

A.)12 weeks

B.)692 weeks

C.)38 weeks

D.)42 weeks

- Algebra II -
**bobpursley**, Thursday, June 9, 2011 at 2:12pmlooks like a test to me...

- Algebra II -
**Hotmath**, Thursday, June 9, 2011 at 8:30pm1.)A

2.)B

3.)D

4.)D

5.)C

6.)B

7.)C

8.)A

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