And now let's recall, Power Rule, Substitution, Solve Cubic Equation by grouping and factoring, Replace, Manipulation, Difference of two squares identity, Replace, Factor out, Distribute, Separate, Quadratic Formula, Discriminate Rule, Take root, Check solution, Basic Rule of roots, Power Rule. WOW!
Sure, more to come. I've already uploaded videos on this topic. Please check them out. Thanks for the suggestion. Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀
I have an easier approach though... I used a combination of 3 methods 1.) Rational Zero Theorem 2.) Factor/Remainder Theorem 3.) Synthetic Division I listed down all the possible zeroes with the RZT (Rational Zero Theorem) and then with the Factor/Remainder Theorem, I substituted each value, but when I substituted a= 3 in the original equation, it resulted to 0. Thus a= 3 is the answer. To double check for other possible solutions, I proceeded with Synthetic Division and divided a³+a²-36 by a-3 Thus resulting in a²+4a+12 and followed the same procedure as stated in the video.
Its a irrational number, so its non repeating and non terminating number , It will be endless like square root of 2 1.14115926535..........…..........................
@@pritamyadav17 yes X^21 can be written as x^7×3 And x^14 can be written as x^7×2 Then here I suppose that x^7= y And then the equation x^21 + x^14=36 Can be written as y^3 + y^2= 36 Now solve this you got the answer which is {y=3} and x^7 = 3 Hence : x= 3^1/7
If the points A(5,8), B(8,0), C(0,4), D(0,5) and O(0,0) are plotted on graph paper, then the point on x axis are a) A and C b) C and D c) only B d) B and O PLEASE HELP ME OUT!
Your vdos make my mood fresh
Thankyou ❤️dear ❤️
Glad you think so!
Thanks for your feedback! Cheers!
You are awesome, Rishu. Keep it up 👍
Love and prayers from the USA! 😀
And now let's recall, Power Rule, Substitution, Solve Cubic Equation by grouping and factoring, Replace, Manipulation, Difference of two squares identity, Replace, Factor out, Distribute, Separate, Quadratic Formula, Discriminate Rule, Take root, Check solution, Basic Rule of roots, Power Rule. WOW!
You are correct, Paul. It's called scaffolding!
Thanks for your feedback! Cheers!
You are awesome. Keep it up 👍
Love and prayers from the USA! 😀
Many thanks for this summary. 😊
Answer 1.17 or 3^1/7
let n=x^7
then n^3 + n^2 = 36
n = 3 as
3^3 + 3^2 = 36
hence 3 =x^7
3^1/7=x Answer
1.17= x Answer
Very good! I found it easy, since I know that 36 is 3^3 + 3^2, it became easy to find out that x is 3^(1/7).
very well explained
Very well explained👍
Thanks for sharing😊
Thanks for video.Good luck sir!!!!!!!!!!!
You are very welcome!
Thanks for your continued love and support!
You are awesome. Keep it up 👍
Love and prayers from the USA! 😀
👍👍 please make videos on trigonometry
Already uploaded! More to come as well...
Thanks for your feedback! Cheers!
You are awesome. Keep it up 👍
Love and prayers from the USA! 😀
Thank you, as always
Excellent video, very well explained. I just want to ask how did you get: -3a^2 +4a^2 ?
Grouping and fatoring means, we know 4 - 3 = 1 then you replace a^2 by -3a^2 +4a^2
x = e^(ln(3)/7)=1,1699
why don't you use synthetic division?
Solved it essentially the same way.
Excellent!
Thanks for sharing! Cheers!
You are awesome. Keep it up 👍
Love and prayers from the USA! 😀
Please series on number system
Sure, more to come.
I've already uploaded videos on this topic. Please check them out.
Thanks for the suggestion. Cheers!
You are awesome. Keep it up 👍
Love and prayers from the USA! 😀
Sir,are your nationality is American??
@@pritamyadav17 Yes!
Замена: X^7=m, X=3^(1/7).
I have an easier approach though...
I used a combination of 3 methods
1.) Rational Zero Theorem
2.) Factor/Remainder Theorem
3.) Synthetic Division
I listed down all the possible zeroes with the RZT (Rational Zero Theorem)
and then with the Factor/Remainder Theorem, I substituted each value, but when I substituted a= 3 in the original equation, it resulted to 0. Thus a= 3 is the answer. To double check for other possible solutions, I proceeded with Synthetic Division and divided a³+a²-36 by a-3
Thus resulting in a²+4a+12 and followed the same procedure as stated in the video.
What is the solution if 7 root 3 is solved ? i really want to know the number. Will it be a endless o........ or will it have a end?
Its a irrational number,
so its non repeating and non terminating number ,
It will be endless
like square root of 2
1.14115926535..........…..........................
@@vanshajshukla6205 So its endless muahaha . How to i use that value in real life then?
I solved it without any problem
Excellent!
Thanks for sharing! Cheers!
You are awesome. Keep it up 👍
Love and prayers from the USA! 😀
Could you share your solution@Nitin
@@pritamyadav17 yes
X^21 can be written as x^7×3
And x^14 can be written as x^7×2
Then here I suppose that x^7= y
And then the equation x^21 + x^14=36
Can be written as y^3 + y^2= 36
Now solve this you got the answer which is {y=3} and x^7 = 3
Hence : x= 3^1/7
x=sqrt7(3)
X = 3^1/7
🥂👍❤
Super!
Thanks for your continued love and support!
You are awesome. Keep it up 👍
Love and prayers from the USA! 😀
ChatGPT couldn't solve this equation.
If the points A(5,8), B(8,0), C(0,4), D(0,5) and O(0,0) are plotted on graph paper, then the point on x axis are
a) A and C
b) C and D
c) only B
d) B and O
PLEASE HELP ME OUT!
C) Only B
@@Anonymous31416 galat h
Just check if y=0 bro
@@kitetm7596 i know that but teel me the correct option bha
:DDDDD