y=−log3(2x)𝑦=−log3⁡(2𝑥)Answer 1 Question 9y=log3(x+1)−4𝑦=log3⁡(𝑥+1)−4Answer 2 Question 9y=2log3x𝑦=2log3⁡𝑥Answer 3 Question 9y=12log3(x)𝑦=12log3⁡(𝑥)Answer 4 Question 9

Identify the type of transformations present for each of the logarithmic functions listed below given the following parent function:                                                     y=log3x𝑦=log3⁡𝑥y=−log3(2x)𝑦=−log3⁡(2𝑥)Answer 1 Question 9y=log3(x+1)−4𝑦=log3⁡(𝑥+1)−4Answer 2 Question 9y=2log3x𝑦=2log3⁡𝑥Answer 3 Question 9y=12log3(x)𝑦=12log3⁡(𝑥)Answer 4 Question 9

. The solution of the equation1log 3 x in the real domain isa)1x b)1x c)3x d)0x e)3

log9 (3log2 (1 + log3 (1 + 2log2x))) = 1/2. Find x.Choices:- None of the above 1 12/30 2

Solve the following logarithmic equations: (Criteria A)a) log4(2x+1)=2b) 3log(x−2)=6c) 4ln(2x+3)=4d) log3(x+1)−log3(2x−1)=1e) 2loga(3x+1)=loga(9)

The logarithmic function f(x)=logbx𝑓(𝑥)=log𝑏⁡𝑥 can also be written in exponential form as:Question 6Select one:a.y=bx𝑦=𝑏𝑥b.x=by𝑥=𝑏𝑦c.b=yx𝑏=𝑦𝑥d.b=xy