Question 3 The price of a brand new car was $180000 on 1st January 2008. Its value depreciated in such a way that t months after the purchase, the sale price, $P, is determined...
Question 3 The price of a brand new car was $180000 on 1st January 2008. Its value depreciated in such a way that t months after the purchase, the sale price, $P, is determined...
. 3 ___ log\/5x-1. =log1 2x-1. 3 x-1 Remember this is a made up question
ANSWER AND STEPS PLEASE!! PLEASE ANSWER SOON TOO!!!!!!!!!!!!!
Expand the logarithm and correctly put it in parentheses
log4(3xyz)2 expand this and correctly put it in parentheses
3Square root of log(5x-1)/(2x-1)=log1/3 x-1 STEPS AND ANSWER please and thank you very much for ur help
answer and steps pls!!!!!!!!!!!!!! long5x-1=3
Answer please!!! Steps pls too!
What is the answer too? Can you also list the steps? Thank you very much for your help.
3Squareroot log(5x-1)=log1/3
(log102 + log104) / log10 e I got as far as: log108/log10e but then I don't know how to simplify log10e and end up getting ln8 as an answer
Given that log_2(3) • log_3(4) • log_4(5)..... log_n-1(n) • log_n(n+1) = 10, find the value of n. NEED ANSWER ASAP
3log(2x)-5log(x)+4log(x)
1.(x+2)log9=log243 2. (3x+2)log8=log32 3. (2x-3)log7=log50 4. (3x+2)log6=log100
1. 9 x+2=243 2. 8 3x+2=32 3. 4 (3)2x=24 4. 4 3x+2= 64 2x 5. 12= 4 3x
Write each expression as a sum or difference of multiples of logarithms. Assume that variables represent positive numbers log3x^2(x-9) What formula do I use for this? Please...
1. The bacillus bacterium reproduces every 3 hours. If you start with 5 bacterium how long until you have 100,000? 2. The magnitude of change is dependent upon the relationship...
1. Production is related to man power according to the relation: P=15(4)2m-3 What is the production number with 5 men on the line? 2. Barry has 300g of a radioactive iodine...
1) log 5/12 Write the log equations for each then solve using logs 2) x=5 square root (72.43)* 3 square root (.00035)^2 all divided by six square root 5.84 3) 2.35^x=342.7
log2x-log2(3x+5)=4