Logarithmic Equations
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- Опубліковано 24 гру 2024
- To solve a logarithmic equation, rewrite the equation in exponential form and solve for the variable.
Example: if log₂x=3, in exponetial form: 2³=x. therefore x = 8
To Check: You can substitute x=8 in the main equation to find out if it true.
log₂8 = 3
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Thank you very much sir, today I started to study logarithms so thank you for your great help
Thanks very much sir please sir explain the questions properly because I never liked mathematics but you have make it possible for me
Thank you for teaching me logarithm
👍👍
Thank you for teaching me logarithm now am ready for my general math exam
Thanks sir. I now understand logarithm better 😊.
Wow u a such an amazing teacher thanks for teaching me logarithms
Thank you
Thanks 👍 very much I really appreciate you teaching
This is awesome! God bless you brother!
Best and easy to understand
Thank you so much sir, you really make me understand logarithms better thank for your help 🙏
Best teacher 👌
Thank you
Pls Sir in equation one where did the 3x + 2 come from
Best teaching ever keep it up 🌹🌹🌹🌹
Thank you 🙏
Thank U xo much. Be blessed
Clear teaching. Thanks sir
I appreciate it
Good lecture ❤
Thanks a bunch sir
Thanks for this topic
Evening our professional teacher,,may you please help me at that part of cross multiplication,, like in the first examples I don't know where you get 3x.your videos are well explained and your formulas are easy to understand.i am at university but I don't get my lecturer when teaching but when I watched your videos everything is okay..be blessed sir..
I agree with you
Mr sir you teach ver well (excellent presentation) but I don't understand where (1/2) to the power 3 came from on equation 3
Initially, the question has 4 to the power 3/2. Another way to write 3/2 is 1/2 multiplied by 3. All he did was split the power. Thus, 4 to the power 3/2 can be rewritten as 4 to the power (1/2) × (3). This leaves us with 4 to the power (1/2), or the root of 4, which is 2, which further simplifies to 2 to the power 3, being 8. Hope that helps.
Thank you sir but I didn't get number 3 quite well
Youre too much ❤❤😊
Thank you very much sir
Sir please help me solve this question 😢
Log3 to base x + log9 to base x =2
log(3*9) to base x =2
log(27) to base x = 2
x²=27
x=√27 or 3√3
Please sir
I don't understand how you do that cross multiplication 🙏🙏
Your maths tutorial has really helped me And may God bless you so much 💞🎉😊
Which question are you referring to?
You're such a good math teacher I've ever across on UA-cam you really helped me to understand this topic thank so much ❤❤
I appreciate it 🙏
Best🎉
Thank you sir.please I have A question can I ask
Thanks a lot grap that one, cap 🧢
How is 1.5 equals to 15÷10
15÷10 =1.5
Converting fractions to decimal
Pls i want to teach probability repllacement and without replacement
Question 2 how did you come up with the negative x squared 🤔 towards the end
He subtracted x^2 from both sides to get 9x^2
You are awesome sir thank you,and then how can someone solve this log10(2x+1)-log10(3x-2)=1
log[(2x+1)/(3x-2)]=1
10¹=(2x+1)/(3x-2)
10(3x-2)=2x+1
30x-20=2x+1
30x-2x=1+20
28x=21
x=21/28
x=3/4
What if the bases are different
Can I get linear programming lessons pliz anyway gd teacher
I haven't prepared any
thanks a lot tho
powerful
I m not getting this example u are solving
Pls
why did you divide it by -x² in question 2
He subtracted -x^2 from both sides. So,10x^2 - x^2 = 9x^2
Infact you teach very well but it’s not every step that you explain. The question 3 u did some calculations to make the fraction go but didn’t explain that point, where the 1/2 came from???
Yh I'm also asking maself how he got 2 exponent 3
Initially, the question has 4 to the power 3/2. Another way to write 3/2 is 1/2 multiplied by 3. All he did was split the power. Thus, 4 to the power 3/2 can be rewritten as 4 to the power (1/2) × (3). This leaves us with 4 to the power (1/2), or the root of 4, which is 2, which further simplifies to 2 to the power 3, being 8. Hope that helps.
Sir please I just joined your class
Please the first question how do we get x²=x squared=3x+2 how do we get the +2
He multiplied (x-2) by (x-1). By expanding the brackets, the result is (x*x) + (x*[-1]) + ([-2]*x) + ([-2]*[-1]) = (x^2) + (-x) + (-2x) + (3) = x^2 -3x + 2
Please sir how did you get the 3
Which question are you referring to?
i dont understand the last 2 examples
Sir plus i don't understand thé way you did it in thé first question,you will not cross multiply
Log 5 x
U teach abit fast but i understand the whole topic
I don't understand number 2 how did you get 9x squared
10x^2 - x^2 = 9x^2
The question is not clear sir
You're awesome... I just wanted to know, when do we have to think of letting a letter to stand for an expression?
As you are bahaushe pls we need a lecture in hausa
I don’t understand 😭😭😭
😥😥
I don’t understand 😭😭😭