For alpha > 0, let Lim(x->pi) (tan 2x)/(...

For `alpha > 0,` let `Lim_(x->pi) (tan 2x)/(x-pi) = Lim_(x->0) (1-сos 2alpha x)^2/x^4` then `alpha` is equal to

For alpha > 0, let Lim(x->pi) (tan 2x)/(x-pi) = Lim(x->0) (1-сos 2alph...
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lim (x rarr0) {tan ((pi) / (4) + x)} ^ ((1) / (x))
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lim (x rarr0) (1) / (x) [tan ^ (- 1) ((x + 1) / (2x + 1)) - (pi) / (4)...
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Prove that lim(x rarr4)((cos alpha)^(x)-(sin alpha)^(x)-cos2 alpha)/(x...
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For alpha>0, let lim(x rarr pi)(tan2x)/(x-pi)=lim(x rarr0)((1-cos2 alp...
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Find lim( x to 0) { tan (pi/4 + x)}^(1//x) .
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Let lim(x to 0) ("sin" 2X)/(x) = a and lim(x to 0) (3x)/(tan x) = b, t...
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The value of lim(xto4)((cos alpha)^(x)-(sinalpha)^(x)-cos 2alpha)/(x-4...
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If tan alpha =2 and 0 lt alpha lt (pi)/(2) then prove that x =a, pi +...
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