已知函数f(x)=2根号sin平方x-sin(2x-π/3)
已知函数f(x)=2根号sin平方x-sin(2x-π/3)
17da555a3275fb2.png,计算极限的实验命令为(). A: limit((x-sin(x))/x^3,x,0)ans =1/2 B: syms x; limit((x-sin(x))/(x.^3),x,0)ans =1/6 C: syms x; limit(x-sinx)/x^3,x,0)ans =1/6
17da555a3275fb2.png,计算极限的实验命令为(). A: limit((x-sin(x))/x^3,x,0)ans =1/2 B: syms x; limit((x-sin(x))/(x.^3),x,0)ans =1/6 C: syms x; limit(x-sinx)/x^3,x,0)ans =1/6
For[i=1;f=Sin[x],i<3,i++,f=Sin[1+f];Print[f]]? Sin[1+Sin[x]] ; ; ; ; ; ;;Sin[1+Sin[1+Sin[x]]]|Sin[1+Sin[x]]Sin[Sin[2+Sin[x]]]|Sin[Sin[1+x]]Sin[1+Sin[1+Sin[x]]]|Sin[Sin[1+x]]Sin[Sin[1+Sin[1+x]]]
For[i=1;f=Sin[x],i<3,i++,f=Sin[1+f];Print[f]]? Sin[1+Sin[x]] ; ; ; ; ; ;;Sin[1+Sin[1+Sin[x]]]|Sin[1+Sin[x]]Sin[Sin[2+Sin[x]]]|Sin[Sin[1+x]]Sin[1+Sin[1+Sin[x]]]|Sin[Sin[1+x]]Sin[Sin[1+Sin[1+x]]]
求函数$f(x)=x^{\sin x}$的导数 A: $x^{\cos x}$ B: $\sin (x) x^{\sin (x) -1}$ C: $x^{\sin x}(\cos x\ln x+\frac{\sin x}{x})$ D: $x^{\sin x}(\sin x\ln x+\frac{\cos x}{x}$
求函数$f(x)=x^{\sin x}$的导数 A: $x^{\cos x}$ B: $\sin (x) x^{\sin (x) -1}$ C: $x^{\sin x}(\cos x\ln x+\frac{\sin x}{x})$ D: $x^{\sin x}(\sin x\ln x+\frac{\cos x}{x}$
下列各组选项的两个语句运行结果不同的是? Dt[Sin[x],{x,4}] ,D[Sin[x],{x,4}]|D[Sin[x]Sin[y],x], Dt[Sin[x]Sin[y],x,Constants→y]|Dt[Sin[x]Sin[y],x] ,D[Sin[x]Sin[y],x,NonConstants→y]|Dt[x^2y^3,x,y],D[x^2y^3,x,y]
下列各组选项的两个语句运行结果不同的是? Dt[Sin[x],{x,4}] ,D[Sin[x],{x,4}]|D[Sin[x]Sin[y],x], Dt[Sin[x]Sin[y],x,Constants→y]|Dt[Sin[x]Sin[y],x] ,D[Sin[x]Sin[y],x,NonConstants→y]|Dt[x^2y^3,x,y],D[x^2y^3,x,y]
下列各组选项的两个语句运行结果不同的是 A: Dt[Sin[x],{x,4}] ,D[Sin[x],{x,4}] B: Dt[x^2y^3,x,y],D[x^2y^3,x,y] C: Dt[Sin[x]Sin[y],x] ,D[Sin[x]Sin[y],x,NonConstants→y] D: D[Sin[x]Sin[y],x], Dt[Sin[x]Sin[y],x,Constants→y]
下列各组选项的两个语句运行结果不同的是 A: Dt[Sin[x],{x,4}] ,D[Sin[x],{x,4}] B: Dt[x^2y^3,x,y],D[x^2y^3,x,y] C: Dt[Sin[x]Sin[y],x] ,D[Sin[x]Sin[y],x,NonConstants→y] D: D[Sin[x]Sin[y],x], Dt[Sin[x]Sin[y],x,Constants→y]
【单选题】设y=sin(cos(x)),求 结果为:(本题10.0分) A. cos(cos(x))*cos(x)+ sin(cos(x))*sin(x)^2 B. - cos(cos(x))*cos(x) - sin(cos(x))*sin(x)^2 C. - cos(cos(x))*cos(x)^2 - sin(cos(x))*sin(x)^2 D. - cos(cos(x))*cos(x) ^2- sin(cos(x))*sin(x)
【单选题】设y=sin(cos(x)),求 结果为:(本题10.0分) A. cos(cos(x))*cos(x)+ sin(cos(x))*sin(x)^2 B. - cos(cos(x))*cos(x) - sin(cos(x))*sin(x)^2 C. - cos(cos(x))*cos(x)^2 - sin(cos(x))*sin(x)^2 D. - cos(cos(x))*cos(x) ^2- sin(cos(x))*sin(x)
求微分方程[img=634x60]17da653955cf9e7.png[/img]的特解。 ( ) A: sin(2*x)/3 - cos(x) - cos(x)/3 B: sin(2*x)/3 - cos(x) - sin(x)/3 C: cos(2*x)/3 - cos(x) - sin(x)/3 D: sin(2*x)/3 - sin(x) - sin(x)/3
求微分方程[img=634x60]17da653955cf9e7.png[/img]的特解。 ( ) A: sin(2*x)/3 - cos(x) - cos(x)/3 B: sin(2*x)/3 - cos(x) - sin(x)/3 C: cos(2*x)/3 - cos(x) - sin(x)/3 D: sin(2*x)/3 - sin(x) - sin(x)/3
\( \int { { {\cos 2x} \over {\sin x - \cos x}}dx} = \)( ) A: \(\sin x + \cos x + C \) B: \( - \sin x + \cos x + C \) C: \( - \sin x- \cos x + C \) D: \( \sin x - \cos x + C \)
\( \int { { {\cos 2x} \over {\sin x - \cos x}}dx} = \)( ) A: \(\sin x + \cos x + C \) B: \( - \sin x + \cos x + C \) C: \( - \sin x- \cos x + C \) D: \( \sin x - \cos x + C \)
$\int {{{\sin 2x} \over {1 + {{\sin }^4}x}}} {\rm{d}}x = $ A: $\arctan (\sin x) + C$ B: $\arctan ({\sin ^2}x) + C$ C: ${\arctan ^2}(\sin x) + C$ D: $ - {\arctan ^2}(\sin x) + C$
$\int {{{\sin 2x} \over {1 + {{\sin }^4}x}}} {\rm{d}}x = $ A: $\arctan (\sin x) + C$ B: $\arctan ({\sin ^2}x) + C$ C: ${\arctan ^2}(\sin x) + C$ D: $ - {\arctan ^2}(\sin x) + C$