A: $\vec{v}=-5t\hat{y},\vec{r}=12.5(\hat{x}+\hat{y})$
B: $\vec{v}=-5t\hat{y},\vec{r}=14.5(\hat{x}-\hat{y})$
C: $\vec{v}=5t\hat{y},\vec{r}=12.5(\hat{x}-\hat{y})$
D: $\vec{v}=-5t\hat{y},\vec{r}=12.5(\hat{x}-\hat{y})$
举一反三
- 考察球面$S:\ {{x}^{2}}+{{y}^{2}}+{{z}^{2}}={{a}^{2}}$,若规定内侧为正向,在其上任意一点的单位正法向量为( ). A: $\frac{x\vec{i}+y\vec{j}+z\vec{k}}{a}$ B: $-\frac{x\vec{i}+y\vec{j}+z\vec{k}}{a}$ C: $x\vec{i}+y\vec{j}+z\vec{k}$ D: $-\left( x\vec{i}+y\vec{j}+z\vec{k} \right)$
- (2)从$0$到$2s$内质点的位移; A: $-12\hat{x}m$ B: $21\hat{x}m$ C: $16\hat{x}m$ D: $12\hat{x}m$
- 如果曲面$S$由参数方程给出:$x=u+v,\ y=uv,\ z=u-v$,则在任意一点的单位法向量为( ) A: $\pm \frac{(-u-v)\vec{i}+2\vec{j}+(u-v)\vec{k}}{\sqrt{2{{u}^{2}}+2{{v}^{2}}+4}}$ B: $\pm\frac{(u+v)\vec{i}+2\vec{j}+(-u-v)\vec{k}}{\sqrt{2{{u}^{2}}+2{{v}^{2}}+4}}$ C: $\pm \left[ (-u-v)\vec{i}+2\vec{j}+(u+v)\vec{k} \right]$ D: $\pm \left[ (u+v)\vec{i}+2\vec{j}+(-u-v)\vec{k} \right]$
- (2)已知流速场 [mathjaxinline] \vec{u} = (6+2xy+t^2)\vec{i}-(xy^2+10t)\vec{j}+25\vec{k} [/mathjaxinline],则空间点M(3,0,2)在t=1时刻y方向的加速度为( )
- “圆周运动中线速度和角速度关系$\vec{v}=\vec{\omega}\times\vec{R}$ 只适用于匀速圆周运动. ” 是否正确.
内容
- 0
(2). 根据最小二乘法的思想,拟合直线回归方程是使( )。 A: \( \min\sum\limits_{i=1}^n {\vert y_i -\hat {y}\vert }<br/>\) B: \( \min\sum\limits_{i=1}^n {(y_i -\bar {y})^2} \) C: \( \min\sum\limits_{i=1}^n {(\hat {y}_i -\bar {y})^2}<br/>\) D: \( \min\sum\limits_{i=1}^n {(y_i -\hat {y}_i )^2} \)
- 1
What does the man think of the hat A: This hat is very beautiful. B: This hat is not so beautiful. C: This hat is beautiful except the color.
- 2
均方误差是衡量贝叶斯估计的性能指标之一,若\(\hat A\)是基于观测量\(z\)对\(A\)的贝叶斯估计,则\(Mse(\hat A)\)的表达式是 A: (A)\(Mse(\hat A) = E\left[ {{{(A - \hat A)}^2}} \right] = \int_{ - \infty }^\infty {{{(A - \hat A)}^2}p(z;A)dz} \); B: (B)\(Mse(\hat A) = E\left[ {{{(A - \hat A)}^2}} \right] = \int_{ - \infty }^\infty {{{(A - \hat A)}^2}p(A)dA} \) C: (C)\(Mse(\hat A) = E\left[ {{{(A - \hat A)}^2}} \right] = \int_{ - \infty }^\infty {\int_{ - \infty }^\infty {{{(A - \hat A)}^2}p} } (z,A)dzdA\) D: (D)\(Mse(\hat A) = E\left[ {{{(A - \hat A)}^2}} \right] = \int_{ - \infty }^\infty {\int_{ - \infty }^\infty {{{(A - \hat A)}^2}p} } (A{\rm{|}}z)dzdA\)
- 3
What do they think of the hat A: The man thinks the hat fit well with the shoes, and he likes it. B: Although the hat is old fashioned, the woman likes it very much. C: The woman thinks the hat is fashionable but the man is out of fashion. D: The man doesn’ t like the hat because it was not nice with the shoes.
- 4
请问 Is~it a~hat or a cat?这句话,_______ 单词不可以连读.( ) A: Is and it B: it and a C: hat and or D: a and hat