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	If `y=e^tanx` then prove that: `cos^2x(d^2y)/(dx^2)-(1+sin2x)(dy)/dx=0` (Doubtnut) View
	Q39 \| If y=e^tan⁡x prove that cos^2⁡x (d^2 y)/(dx^2)-(1+sin⁡2x) dx/dy=0 \| Second Order Derivatives (GRAVITY COACHING INSTITUTE) View
	If y = e^tanx show that cos²x d²y/dx² - (1 + sin2x) dy/dx = 0 (Pace Edu.) View
$Download Lagu If $ y=e^{\tan x} $, prove that \( \left(\cos ^{2} x\right) \frac{d^{2} y}{d x^{2}}-(1+\sin 2 ...$	If $ y=e^{\tan x} $, prove that \( \left(\cos ^{2} x\right) \frac{d^{2} y}{d x^{2}}-(1+\sin 2 ... (PW Solutions) View
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	P-267. If y = e^(tanx), prove that cos²x•d²y/dx² –(1+sin2x)•dy/dx=0. 12, IIT JEE/NDA. (Tangent Academy Maths) View
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