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### Can someone help me solve this? tan s is over 1+cos s + sin s is over 1-cos s = cot s + sec s csc S?

... tan s/(1+cos s )+ sin s/(1-cos s )=cot s+(sec s x csc s)

**LHS**= tan s/(1+cos s )+ sin s/(1-cos s ) (tan s(1-cos s)+sin s(1+cos...1 Answers · Science & Mathematics · 17/01/2012

... acting) Stand pipe is up to datum [A] in

**LHS**figure? Then the head will be 15 m at A [ If it is...1 Answers · Science & Mathematics · 27/09/2011

... the above equation, ifc-ipf=(-ipc) Taking i and f common from

**LHS**of above equation, i*f*(c-p) = i*(-pc) Eliminating i on both sides...1 Answers · Science & Mathematics · 07/11/2012

It can't be done. It can be shown that the

**LHS**and the RHS are not equal to each other.1 Answers · Science & Mathematics · 15/09/2011

...2 X^2 = C where C is an arbitrary constant The

**LHS**is the sum of two squares so C > 0. It's...2 Answers · Science & Mathematics · 27/12/2009

.../2t)^2) < 5000 expanding and collecting the

**LHS**=> 0.433 P D / t < 5000 Filling in the...7 Answers · Science & Mathematics · 10/12/2006

...5x/4 -1 = 3x - 4x/6 +9 then shifting -1 to RHS and 3x - 4x/6 to

**LHS**, we get 2x - 5x/4 - 3x + 4x/6 = 9+1 Multiply both side by 12 24x - 15x...3 Answers · Science & Mathematics · 21/10/2010

...^-1 x X Since A^-1 A = E (unit matrix)

**LHS**= E X = X RHS = x A^-1 X Or...2 Answers · Science & Mathematics · 07/04/2009

...u+1)/u u du/(u+1) = dx Now it's separated; to integrate the

**LHS**, let v=u+1, so (1 - 1/v) dv = dx v - ln|v| = x + C1 u - ln|u+1| = x + ...2 Answers · Science & Mathematics · 02/10/2013

...all n from 1 to ∞ (note zero is not a positive integer) 2. For n=1,

**LHS**= (a+b) and RHS = a+b so the formula holds and P(n=0) ...1 Answers · Science & Mathematics · 27/03/2011