Thanks for the positive feedback. Watch how to calculate the standard deviation and how to graph the relative cumulative frequency curve and don't forget to like and share here: ua-cam.com/video/5UvKRs6Bl64/v-deo.htmlsi=qmGrdVz8lXsYwNtf
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I have learnt slot sir. Thank you so very much, you are the best teacher. Please teach me how to find the area, that's the part l want to know more. Thank you
I'm really glad to hearing that I'm one of the people contributing to your understanding of this topic. You can learn how to find the area and gradient by clicking on the link below. Remember to like, comment and share. ua-cam.com/video/y6uNkhlF0xc/v-deo.htmlsi=UBRN-RPKFF3rAcVZ
Thank you for the positive feedback. Watch how to calculate the standard deviation and remember to comment, like and share here: ua-cam.com/video/69SsSIPT8yo/v-deo.htmlsi=_sLdpfQd9h3dqo6n
Thank you very much and I'm happy to hearing that you have understood. Kindly watch the 2022 Cubic functions by clicking on the link below and learn how to estimate the gradient and the area using the graph of cubic functions. Do not forget to comment, like and share: ua-cam.com/video/y6uNkhlF0xc/v-deo.htmlsi=0EVuOD0EAgWr0UAc
You are welcome. I'm glad you are enjoying. Kindly also watch the "2023 G12 Linear Programming, " by clicking on the link below. Remember to like, comment and share. ua-cam.com/video/m4qJQJd4pBI/v-deo.html
Thank you very much for the positive feedback. We are really glad to help. Kindly look out for the video on 2023 G12 Linear Programming coming out today. Please remember to comment, like and share. In the meantime, keep learning from our already uploaded videos on this channel. Our goal is to see you pass your exams.
Thank you very much. We are glad to hearing that our explanations are clear. Please keep watch more videos on this channel and remember to like, comment and share!
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Noted, thank you. Watch also how to calculate the standard deviation here and don't forget to like, comment and share: ua-cam.com/video/5UvKRs6Bl64/v-deo.htmlsi=EQWWjmn9VtOXcf7z
Thank you every much for your feedback. Kindly also watch and learn the "2023 Linear Programming video," by clicking on the link below. Remember to like, comment and share! ua-cam.com/video/m4qJQJd4pBI/v-deo.html
You are absolutely right ✅️. Also learn how to use the graph of the cubic functions to estimate the gradient and area here: ua-cam.com/video/y6uNkhlF0xc/v-deo.htmlsi=AgYuU80DSvJLQNOT
Well, I'm glad you know how we found (0,6) and (2,0). Please note that, you can actually plot and draw a line of the equation y = -3x + 6 by plotting these two points. I came up with the third one, (3,-3) just to confirm the direction, where the line will go. But otherwise, you can plot using the two initial points. In addition to that, I came up with the assumption of 3 in the x, because we already had 2, in (2,0). So I just chose 3, because what comes after 2 is 3. So if you were to assume on the next point, you could have assumed a 4, because what comes after 3 is 4. So but no need to have more than 3 points, just come up with 2, then use the third one to confirm the direction of the line.
@@GSCEMathematicsZone12 on question b where you wrote y =0 ten you draw a table of x and y values which gave you 0,6 and 2,0 then you wrote 3,-3 that's where I am little behind please help me sir
Watch how to calculate the Standard Deviation: 2018 GCE Maths Question 11 paper 2: ua-cam.com/video/69SsSIPT8yo/v-deo.htmlsi=_sLdpfQd9h3dqo6n
You are a good teacher
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Very well explained I understood everything ☺️
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Thank you mr sir continue with that spirit god my bless you.
Thank you very much. Keep watching.
We really appreciate
Thank you very much. Keep watching.
Thank you sir
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I really appreciate that sir
You're welcome. Keep watching more videos on this channel, and feel free to suggest some topics.
I have learnt slot sir. Thank you so very much, you are the best teacher. Please teach me how to find the area, that's the part l want to know more. Thank you
I'm really glad to hearing that I'm one of the people contributing to your understanding of this topic. You can learn how to find the area and gradient by clicking on the link below. Remember to like, comment and share. ua-cam.com/video/y6uNkhlF0xc/v-deo.htmlsi=UBRN-RPKFF3rAcVZ
Yes sir you are correct
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This is helpful, thank you so much Sir 🙏
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Sir you are good teacher I have now understand how to solve this question
Thank you very much and I'm happy to hearing that you have understood. Kindly watch the 2022 Cubic functions by clicking on the link below and learn how to estimate the gradient and the area using the graph of cubic functions. Do not forget to comment, like and share: ua-cam.com/video/y6uNkhlF0xc/v-deo.htmlsi=0EVuOD0EAgWr0UAc
Wow sir thanks to your great teaching I've understand❤❤plz sir teach GP as well
Very soon
Wow I didn't imagine that I could understand this, thank you very sir. You are really being helpful.
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❤
❤️❤️
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Wonderful
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Thanks sir I appreciate your teaching ❤
You are welcome. I'm glad you are enjoying. Kindly also watch the "2023 G12 Linear Programming, " by clicking on the link below. Remember to like, comment and share. ua-cam.com/video/m4qJQJd4pBI/v-deo.html
Sir thanks a lot am understanding statistics like never before
Thank you very much for the positive feedback. We are really glad to help. Kindly look out for the video on 2023 G12 Linear Programming coming out today. Please remember to comment, like and share.
In the meantime, keep learning from our already uploaded videos on this channel. Our goal is to see you pass your exams.
Thanks so much sir ❤
Most welcome
Exellent explaination sir!!!!!
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@@GSCEMathematicsZone12Sure thing 👍
Well explained thank you sir
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Do linear programming as well
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Thanks sir am enjoying
Thank you every much for your feedback. Kindly also watch and learn the "2023 Linear Programming video," by clicking on the link below. Remember to like, comment and share! ua-cam.com/video/m4qJQJd4pBI/v-deo.html
Thanks
You're welcome
Thanks sir
You are welcome. Glad to help. Kindly share the video.
I like
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If the question comes that we use the graph to find the root is it the same as using the graph to find solutions
You are absolutely right ✅️.
Also learn how to use the graph of the cubic functions to estimate the gradient and area here: ua-cam.com/video/y6uNkhlF0xc/v-deo.htmlsi=AgYuU80DSvJLQNOT
Good evening. Kindly help me to understand sequence and series. Thank you
Noted. Expect a video soon. Thanks.
Enjoying sir
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Can you also do 2022
Sure, I will. Expect some videos over the weekend on that.
This is actually 2022 Internal Maths paper 2 ua-cam.com/video/y6uNkhlF0xc/v-deo.htmlsi=Rw6h6y0hPwS-stcl
Thank you sir but there Is on point I didn't understand who did you assume 3 and -3 at (B)?
Well, I'm glad you know how we found (0,6) and (2,0). Please note that, you can actually plot and draw a line of the equation y = -3x + 6 by plotting these two points. I came up with the third one, (3,-3) just to confirm the direction, where the line will go. But otherwise, you can plot using the two initial points.
In addition to that, I came up with the assumption of 3 in the x, because we already had 2, in (2,0). So I just chose 3, because what comes after 2 is 3. So if you were to assume on the next point, you could have assumed a 4, because what comes after 3 is 4. So but no need to have more than 3 points, just come up with 2, then use the third one to confirm the direction of the line.
We are enjoying please
Wow
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Sir please teach me how to solve equations
Notes, thank you.
Enjoying sir😮
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Sir we want also for grade 9 internal.
Noted, expect videos soon. That arrangement is already in place.
year?
Grade 12 maths, 2023 for internal candidates.
thank you sir
@ZainaMunshi-rw6yz you are welcome
now sir why are putting a 3 there
Thank you for your question. Kindly clarify, where have I put a 3?
@@GSCEMathematicsZone12 on question b where you wrote y =0 ten you draw a table of x and y values which gave you 0,6 and 2,0 then you wrote 3,-3 that's where I am little behind please help me sir
Confused 😅
Kindly elaborate more where you are confused so that i help, I'm glad to help.
Repeat again
Sir we want also for grade 9 internal.
Noted, expect videos soon. That arrangement is already in place.