INDICES AND LOGARITHMIC NOTATIONS
English
Primario
These questions are testing on the laws of indices and the laws of logarithmic notation. All logarithms are tested using base 10. The questions are very useful.
Descripción
32
Preguntas
5 min
Por pregunta
16:06
Tiempo promedio
4,0
Puntuación del concurso
102
Participantes
26 comentarios
Holy Duck juez
This test may have a higher chance of receiving a reward. Nominated for:

This test may have a higher chance of receiving a reward. Nominated for:

Educational pre-poll messages. 👍
This test uses pre-poll messages well to achieve an educational effect.
E.g.: #q1, #q2,, #q3, etc.
Dark Ram autor
Thanks, I was worried all my tests were disqualified this is the first one that has passed. I thank GOD, For This.
Noble Gopher
Good questions but in question 13 and 21 you choose the wrong answer but your solution is correct.
Dark Ram autor
Thanks, I will check it out.
Dark Ram autor
Kindly check the calculations
Noble Gopher
Dark Ram Please do check correctly
Fermi Paradox
In addition to 13 & 21, 26 is also incorrect.
In question 21, x = -6 can't be the answer because it's not in domain of log(x+5).... Log(-1) is not defined so -6 can't be counted as an answer..
Dark Ram autor
The answer is - 6 and - 1,kindly check your calculations,
Fermi Paradox
Dark Ram Sorry, my bad, I was referring to Question 23.
Log(x+5) = log4 - log(x+2)
Right?
But if -6 if the answer then...
log(-1) = log4 - log(-4)
How will you define that?
Logarithm of NEGATIVE numbers is NOT DEFINED.
Domain of the equation is :
Log(x+5) →x≥ (-5)
Log (x+2) →x ≥(-2)
So, x can have values only between (-2, ∞), any value outside this interval is not defined.
( log(0) is also NOT DEFINED)
Dark Ram autor
Fermi Paradox Kindly to be able to solve the problem use the laws of logarithms
log A - log B = log (A/B)
X+5 = 4/(X+2)
When you cross multiply you end up with a Quadratic equation, and the value of X will be - 6 and - 1.
Fermi Paradox
Dark Ram Do you know what "Domain" means?
Fermi Paradox
Quadratic equations can have extra solutions
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