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seen Dec 4 at 1:25

Nov
19
accepted Find the possible values of |A + B + Cā€‰|
Nov
18
comment Find the possible values of |A + B + Cā€‰|
anyone????????????
Nov
18
asked Find the possible values of |A + B + Cā€‰|
Oct
21
comment Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
kuddos for the answer.!!
Oct
21
comment Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
can u tell an approach for reaching this answer??
Oct
19
comment Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
try solving this eqn by just substituting x=0
Oct
18
comment Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
it must be $15a^2/4$.!! sorry for the typo there.!!
Oct
6
comment Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
anyone.?????????
Oct
6
revised Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
added 65 characters in body
Oct
6
comment Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
i think u misunderstood me.!! the question requires an answer like.. $y^2+z^2=15/4$
Oct
6
revised Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
deleted 13 characters in body
Oct
6
asked Solving $ \frac{1}{ a} = \ \frac{1}{ \ \sqrt{b}} \ +\ \frac{1}{ \ \sqrt{c}} $ with additional conditions
Aug
19
comment Integrate $\int \sqrt{(\sec{x} +\tan{x})}\ \cdot \sec^2x\,dx$
Method is correct...! the correction is $\displaystyle \left(\sec x- \tan x\right) = t^2$
Aug
19
comment Integrate $\int \sqrt{(\sec{x} +\tan{x})}\ \cdot \sec^2x\,dx$
thnx..!! nyc mthod but there's a mistake out there .!!
Aug
19
accepted Integrate $\int \sqrt{(\sec{x} +\tan{x})}\ \cdot \sec^2x\,dx$
Aug
19
reviewed Approve Integrate $\int \sqrt{(\sec{x} +\tan{x})}\ \cdot \sec^2x\,dx$
Aug
19
comment Integrate $\int \sqrt{(\sec{x} +\tan{x})}\ \cdot \sec^2x\,dx$
can you show how ?
Aug
19
asked Integrate $\int \sqrt{(\sec{x} +\tan{x})}\ \cdot \sec^2x\,dx$
Jul
22
accepted Show that this expression is a perfect square?
Jul
20
comment Show that this expression is a perfect square?
I ve already tried it a lot !