1310-pop-23-key(1)

# 1310-pop-23-key(1) - 1 ln 4ln 3 3ln 10 2 x x x-A 3 ln 10 x...

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Math 1310 Daily Popper 23 Bubble in your PSID number and Number 23 1. Write in logarithm form: 2 x C = A. 2 log ( ) C x = B. ( 29 2 log x C = C. log ( ) 2 x C = D. log (2) x C =

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2. C
3. Write in exponential form: 3 log ( ) 7 p = A. 3 7 p = B. 7 3 p = C. 7 3 p = D. 3 7 p = E. None of these

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4. E
5. Simplify 3 1 log 9 A. 3 B. -2 C. -3 D. 9 E. 2

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6. D
7. Write the following logarithm as a sum of logarithms with no products, powers or quotients. ( 29 5 2 ln 3 x y z A. 3ln 2ln ln x y z + + B. 5ln(3 ) 2ln ln x y z + + C. 3 5ln 2ln ln x y z + + + D. ln3 5ln 2ln ln x y z + + +

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8. B
9. Write the following logarithmic expression as a single logarithm.

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Unformatted text preview: 1 ln 4ln( 3) 3ln( 10) 2 x x x + +--A. ( 3) ln ( 10) x x x + - B. 3 ( 3) ln ( 10) x x x + - C. 4 3 ( 3) ln ( 10) x x x + - D. ( 29 4 3 ln ( 3) ( 10) x x x +-10. A 11. Solve for x: 2 12 x = A. 12 log 2 x = B. 12 2 C. 2 log 12 x = D. log6 x = 12. B 13. Solve for x: ( 4) 3 9 x-= A. 5 B. 6 C. 2-D. 3-14. E 15. Solve for x: 2 log ( 2) 3 x-= A. 8 B. 4 C. 10 D. 7 16. C...
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## This note was uploaded on 02/22/2012 for the course MATH 1310 taught by Professor Marks during the Summer '08 term at University of Houston.

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1310-pop-23-key(1) - 1 ln 4ln 3 3ln 10 2 x x x-A 3 ln 10 x...

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