Ask Singapore Homework?

Upload a photo of a Singapore homework and someone will email you the solution for free.



Question

junior college 1 | H1 Maths
3 Answers Below

Anyone can contribute an answer, even non-tutors.

Answer This Question
Mig
Mig

junior college 1 chevron_right H1 Maths chevron_right Singapore

Vector question. Please help! Anyone cane solve this

Date Posted: 3 years ago
Views: 318
CH Wong
CH Wong
3 years ago
The question is incomplete.
Mig
Mig
3 years ago
Oops the question states at the top,

"Find the Cartesian equations of the following plane:"
CH Wong
CH Wong
3 years ago
Hello Jacob, sorry for the late responses. Was busy with the online tuition classes. Let me know if you need further assistance on vectors and planes.
Mig
Mig
3 years ago
Thank you!! I have been practicing vectors as i'm really weak in it and i have a exam coming up in june so im trying to practice as many problems as i can find. Your solitions really explain in depth thanks very much

See 3 Answers

done {{ upvoteCount }} Upvotes
clear {{ downvoteCount * -1 }} Downvotes
CH Wong
Ch Wong's answer
148 answers (Tutor Details)
1st
Hello Jacob, this is the solution to (c). Note that I have included the steps clearly to assist you in understanding the concept behind vectors and planes. If you do not wish to go through the lengthy steps, you can simply skip to the asterisk sign (*).
done {{ upvoteCount }} Upvotes
clear {{ downvoteCount * -1 }} Downvotes
CH Wong
Ch Wong's answer
148 answers (Tutor Details)
Hello Jacob, this is the solution for part (d). Like part (c), if you do not wish to go through the reasonings of how I arrive at the solution, you can simply skip to * and **.

To bring this question further, what if the plane contains a point (1,1,1) instead of (0,0,0)? How would your solution / steps be different? What would the Cartesian equation of the plane be?
done {{ upvoteCount }} Upvotes
clear {{ downvoteCount * -1 }} Downvotes
CH Wong
Ch Wong's answer
148 answers (Tutor Details)
Hello Jacob, this is the solution for (d). As usual, if you do not wish to know the steps/reasons in how I derive the equation for the plane, you can simply skip to *.