Drsoccerball
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hmmm How can you spot the difference sorry can you write up something plz
hmmm How can you spot the difference sorry can you write up something plz
hmmm How can you spot the difference sorry can you write up something plz
So assume all vector equations are a plane unless the vectors are scalar multiples of each other.
So assume all vector equations are a plane unless the vectors are scalar multiples of each other.
So assume all vector equations are a plane unless the vectors are scalar multiples of each other.
No, it's not wrong; you can use any point that lies on the plane, so there are (infinitely) many choices for it. The parametric equation is not unique.hmmm :/ If I pick a different starting point for a vector I get a different answer is it wrong?
But when multiplying by x how do we know x is positive?
But when multiplying by x how do we know x is positive?
Or does it like not matter cause we have a three sided inequality
It really doesn't matter if x is positive it doesnt change anything as you said if its negative the inequalities switch and you are still left with :But when multiplying by x how do we know x is positive?
Or does it like not matter cause we have a three sided inequality
To brush up on that technical matter, you have to multiply everything by x^2 to prevent change in sign.But when multiplying by x how do we know x is positive?
Or does it like not matter cause we have a three sided inequality
Then how are you going to obtain the required limit?To brush up on that technical matter, you have to multiply everything by x^2 to prevent change in sign.
Try using L'Hôpital's rule or a substitution.