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dx/dt = k(100-x)I need help with this. Stuck at part (i) now. View attachment 34491
put the values given and solve for k:
1.9/100-5 = k
k = 0.02
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dx/dt = k(100-x)I need help with this. Stuck at part (i) now. View attachment 34491
You can also draw the same shape as shown in the image attached. Then use cosine rule and sine rule to find the angles x and y. Use 2x and 2y to calculate arc lengths and accordingly the perimeter.Hi, i'm stuck at figuring whats the values of the angles are as i haven't studied trigonometry yet, so if anyone can help me that'd be great
8C4 * 8C4 = 4900 (I think. Permutations and combination questions are really confusing.)8 Friends are to make a journey in 2 taxis,with four people in each taxi. In how many ways can this be done ?
Please help me solve this problem
I need help with this. Stuck at part (i) now. View attachment 34491
Thank you. I've done the rest of the question.You can also draw the same shape as shown in the image attached. Then use cosine rule and sine rule to find the angles x and y. Use 2x and 2y to calculate arc lengths and accordingly the perimeter.
8C4 * 8C4 = 4900 (I think. Permutations and combination questions are really confusing.)
dx/dt is directly proportional to (100-x)
dx/dt = k(100-x)
Substitute the given values and find k.
1.9/100-5 = k
k = 0.02
Do you need help with the rest of the question as well?
You can also draw the same shape as shown in the image attached. Then use cosine rule and sine rule to find the angles x and y. Use 2x and 2y to calculate arc lengths and accordingly the perimeter.
The text book is right and my method is right as well. Your implementation was correct till finding the arc lengths but you calculated the perimeter wrongly. The actual perimeter of the shape means the outer arcs of both the circles combined. The outer arc is calculated as follows: Circumference - inner arc. Find the outer arcs of both the circles and add them. The answer is 85.6.i did that and the final result was 51.2 while the textbook's final answer is 85.6 , either your method is wrong or i didn't implement it correctly (see attachment) or the textbook is wrong which has plenty of errors
Put y = o in the given equation and you'll find the value of co-ordinates of A.i m not getting answer....................
M=1/2.. You have mistakenly put '-' sign there...Put y = o in the given equation and you'll find the value of co-ordinates of A.
And the m for the equation can simply be derived by making it equal to y = mx + c.
From here you can find the value of m which is -1/2 so the m for perpendicular would be 2
you've the value of m and now you can make an equation in terms of x and y
(y+3) =2(x -10)
y+3 = 2x -20
y=2x -23
Equate it in the first equation and you'll get the co-ordinates of B.
Now apply the mid-point formula because the distance between AB and BC is equal, you'll get the co-ordinates of point C.
Thanks for pointing it out. I've corrected it.M=1/2.. You have mistakenly put '-' sign there...
Is B(8.4,6.2) and C(16.8, 10.4) ??i m not getting answer....................
no, B(6,5) and C(12,8)Is B(8.4,6.2) and C(16.8, 10.4) ??
Sorry bro my bad... I have worked it out though...no, B(6,5) and C(12,8)
... I cannot see the image. Can you name the year and question number?4
can someone do pat ( ii) ?
marking scheme gave :
(12 + 8) × 0.6sin30 = F(0.6 + 0.6cos30)
F = 5.36
all i know is they used moments about A , and nothing else!
First question . http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_w12_qp_53.pdf... I cannot see the image. Can you name the year and question number?
Sorry, i am little weak in these sketches of loci and can u tell me from where did u get these oct/nov papers?https://www.xtremepapers.com/community/attachments/9709_w13_qp_32-pdf.34767/
In the question 8 (II),we have to find the least distance of w from z,right?
Sorry, i am little weak in these sketches of loci and can u tell me from where did u get these oct/nov papers?
Thanks.
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