bedpotato
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If you rationalise the denominator, you will get (sqrt2)/8. Is that what you're trying to get?rly..am i subbing wrong?
If you rationalise the denominator, you will get (sqrt2)/8. Is that what you're trying to get?rly..am i subbing wrong?
Subbing x = 4:rly..am i subbing wrong?
no because it is divisionFor mentality A, line 3 shouldn't it be x^1+1/2? Isn't the power of 1/square root x = -1/2?
1-(-1/2) = 1+1/2no because it is division
divide means subtract the powers
but y should be x^1/2 / sqrt 2
If u bring the x^1/2 up1-(-1/2) = 1+1/2
Ah, my badIf u bring the x^1/2 up
the top part becomes x * x^-1/2
using index laws: x* x^-1/2 = x^(1+ (-1/2)) = x^1/2
index law with division states: x^a / x^b = x^(a-b)
Mentality A, line 3: 1- 1/2 is 1/2. Not -1/2?such a complicated pathway would only provide u misery, so we must look for another way to approach this question
The golden rule for all differentiating or integrating question: simplify the question so that it can be easily differentiated or integrated
MENTALITY (A)
MENTALITY (B)
This is attractive function can be easily differentiated
shouldn't it be 4/ 16 sqrt32Subbing x = 4:
1/ sqrt(2*4) - 4 / sqrt (2*4)^3
= 1/ 2sqrt2 - 4 / 16sqrt2
= 1/ 2sqrt2 - 1/4sqrt2
= 2/ 4sqrt2 - 1/4sqrt2
= 1/ 4sqrt2
complicated :/
shouldn't it be 4/ 16 sqrt32
as 2 x 4 ^3 = 512
but you're right, thanks it does work out with a bit of tweaking.
thanks boss!Mentality A, line 3: 1- 1/2 is 1/2. Not -1/2?
Same for Mentality B, line 4. 1 + (-1/2) = 1 - 1/2 = 1/2
You did it right when you were answering the question at the beginning. Just though I'd let you know, might become confusing.
What book?Which one is the actual answer
having read through the thread I think we can establish that the book's answer is wrong?
u can just try it urself, its not even hardWhich one is the actual answer
having read through the thread I think we can establish that the book's answer is wrong?