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you can do it like this /(x4cos4x + sin4x) = /(x4cos4x) + /(sin4x)how do we integrate separately?
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you can do it like this /(x4cos4x + sin4x) = /(x4cos4x) + /(sin4x)how do we integrate separately?
try s05_qp2 Q 8 and 9 and 11Guys any REAL DIFFICULT paper you've come across, DO tell me plZ!
could you do these yourself?try s05_qp2 Q 8 and 9 and 11
already did! you want me to show it here?could you do these yourself?
And ok, ill see them.
yup!Nah, just wanted to know whether you knew how to solve these.
And oh relative velocity, it's interesting.
ashiqbal
you got more relative velocity questions?yup!
please solve this one.yup!
2*6*5*4 = 240please solve this one.
how many different odd4 digit numbers less than 4000 can be formed from the digits 1,2,3,4,5,6,7 if no digit may be repeated. please hurry
the answer is 200. (2*6*5*4 = 240
is this the answer?
Plz man, help in the question abovethe answer is 200. (
year?the answer is 200. (
is answer 20?please solve this one.
how many different odd4 digit numbers less than 4000 can be formed from the digits 1,2,3,4,5,6,7 if no digit may be repeated. please hurry
its 200is answer 20?
like this
if first digit is 1 or 3, then 2C1 * 3C1 * 2! = 12
if first digit is 2, then 1C1 * 4C1 * 2! = 8
12 + 8 = 20
please tell me if i am correct!
We will do permutations oyeis answer 20?
like this
if first digit is 1 or 3, then 2C1 * 3C1 * 2! = 12
if first digit is 2, then 1C1 * 4C1 * 2! = 8
12 + 8 = 20
please tell me if i am correct!
after the completing square method,i'm getting this: k(x-2/k)^2+3k^2-4/k. so a=k ,p = 2/k and q= 3k^2-4/k. correct?HarisLatif or syed1995 or multixamza01, I need help here in this question (only the first part):
Given that y=kx^2 -4x +3k, express y in the form a(x-p)^2+q, where a, p and q are in terms of k. Hence find the value of k if the maximum value of y is 4.
its 200
i tried the same method as ashiqbal didits 200
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