Number and Algebra
Functions
Geometry & Trigonometry
Statistics & Probability
Calculus
Rewrite the line given by the vector equation r=(1,2,3)+t(4,5,6)\mathbf{r}=(1,2,3)+t(4,5,6)r=(1,2,3)+t(4,5,6) in cartesian form.
Rewrite the line given by the vector equation r=(0,0,0)+λ(1,−2,3)\mathbf{r}=(0,0,0)+\lambda(1,-2,3)r=(0,0,0)+λ(1,−2,3) in cartesian form.
Rewrite the line given by the vector equation r=(−1,0,4)+t(2,2,2)\mathbf{r}=(-1,0,4)+t(2,2,2)r=(−1,0,4)+t(2,2,2) in cartesian form.
Rewrite the line given by the vector equation r=(0,1,6)+k(4,2,1)\mathbf{r}=(0,1,6)+k(4,2,1)r=(0,1,6)+k(4,2,1) in cartesian form.
Rewrite the line given by the vector equation r=(5,0,0)+u(−1,2,1)\mathbf{r}=(5,0,0)+u(-1,2,1)r=(5,0,0)+u(−1,2,1) in cartesian form.
Rewrite the line given by the vector equation r=(2,−3,5)+λ(3,0,−2)\mathbf{r}=(2,-3,5)+\lambda(3,0,-2)r=(2,−3,5)+λ(3,0,−2) in cartesian form.
Rewrite the line given by the vector equation r=(−1,4,2)+s(2,−1,3)\mathbf{r}=(-1,4,2)+s(2,-1,3)r=(−1,4,2)+s(2,−1,3) in cartesian form.
Rewrite the line given by the vector equation r=(−2,−2,−2)+t(1,3,4)\mathbf{r}=(-2,-2,-2)+t(1,3,4)r=(−2,−2,−2)+t(1,3,4) in cartesian form.
Rewrite the line given by the vector equation r=(4,−1,3)+k(−2,3,0)\mathbf{r}=(4,-1,3)+k(-2,3,0)r=(4,−1,3)+k(−2,3,0) in cartesian form.
Rewrite the line given by the vector equation r=(1,0,2)+s(0,0,1)\mathbf{r}=(1,0,2)+s(0,0,1)r=(1,0,2)+s(0,0,1) in cartesian form.
Rewrite the line given by the vector equation r=(3,3,0)+k(0,4,1)\mathbf{r}=(3,3,0)+k(0,4,1)r=(3,3,0)+k(0,4,1) in cartesian form.
Rewrite the line given by the vector equation r=(7,2,−5)+t(3,−6,9)\mathbf{r}=(7,2,-5)+t(3,-6,9)r=(7,2,−5)+t(3,−6,9) in cartesian form.
Previous
Question Type 2: Verifying if a point lies on a line or not
Next
Question Type 4: Finding the angle between two lines using the direction vectors