A: sin(x-3)dx
B: cos(x-3)dx
C: -sin(x-3)dx
D: -cos(x-3)dx
举一反三
- 已知\( y = \sin x + \cos x \),则 \( dy = (\cos x - \sin x)dx \)( ).
- 函数 $y=sinx -x$的微分为 A: $cos x -1 $ B: $(cos x -1)dx$ C: $(sin x -1)dx$ D: $sin x -1$
- $\int \sin^3 x \cos x dx = $ A: $\frac{\sin^4 x}{4} +C$ B: ${\sin^4 x} +C$ C: $\frac{\cos^4 x}{4} +C$ D: $\frac{\cos^4 x}{4} +C$
- 积分(x^3)cos(x^2)dx
- 若∫f(x)dx=F(x)+C,则∫cos xf(sin x)dx等于______. A: F(sin x)+C B: -F(sin x)+C C: F(cos x)+C D: -F(cos x)+C
内容
- 0
下面哪些代码能正确计算Y的值?Y的计算规则如下: A: if x<=3 then y=10 else y=10+(x-3)*0.8 B: y=10if x>3 then y=10+(x-3)*0.8 C: if x<=3 then y=10if x >3 then y=10+(x-3)*0.8 D: if x>3 then y=10+(x-3)*0.8y=10
- 1
\( \int { { {\cos 2x} \over {\sin x - \cos x}}dx} = \)( ) A: \(\sin x + \cos x + C \) B: \( - \sin x + \cos x + C \) C: \( - \sin x- \cos x + C \) D: \( \sin x - \cos x + C \)
- 2
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
- 3
8. 下列不等式正确的是 A: $0\lt \int_{0}^{\frac{\pi }{2}}{\sin (\sin x)dx}\lt \int_{0}^{\frac{\pi }{2}}{\cos (\sin x)dx}$ B: $0\lt \int_{0}^{\frac{\pi }{2}}{\cos (\sin x)dx}\lt \int_{0}^{\frac{\pi }{2}}{\sin (\sin x)dx}$ C: $\int_{0}^{\frac{\pi }{2}}{\sin (\sin x)dx}\lt 0\lt \int_{0}^{\frac{\pi }{2}}{\cos (\sin x)dx}$ D: $\int_{0}^{\frac{\pi }{2}}{\cos (\sin x)dx}\lt 0\lt \int_{0}^{\frac{\pi }{2}}{\sin (\sin x)dx}$
- 4
lim(x→3)(3^x-x^3)/(x-3)