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METHOD OF DIFFERENTIATION
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BANSAL HINDI-METHOD OF DIFFERENTIATION-Exercise-1(Special DPP-4)
- माना f(x)=|{:(cosx,sinx,cosx),(cos2x,sin2x,2cos2x),(cos3x,sin3x,3cos3x...
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- यदि f(x)g(x) तथा h(x) तीन बहुपद है जिनकी घात 2 है तथा triangle(x)=|...
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- माना फलन g(x) अवकलनीय हैं तथा g'(x) अन्तराल (-oo,oo) में सतत् हैं तथा ...
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- माना f(x)=|(cosx,x,1),(2sinx,x^2,2x),(tanx,x,1)| हो , तो {:("Limit"),...
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- यदि Lim(x to 0)(1-sqrt(cos2x).root(3)(cos3x).root(4)(cos4x).....root(n...
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- यदि Lim(x to 0)(1-(1-sinx)(1-sin2x)^(2)...(1-sinnx)^(n))/(x) का मान 55...
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- यदि 2x+y=1, x=(1)/(3) पर y=f(x) की एक स्पर्श रेखा हैं, तो Lim(x to 0)(...
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- Lim(x to (pi)/(2))((cosx)^(cosx)+(secx)^(cosx)) बराबर हैं
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- माना f(x)=Lim(t to 0)(1)/(t)(tan^(-1)((1)/(x+t))-tan^(-1)((1)/(x))) है...
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