Find an arc-length parametrization of the line passing through (1, 0, 1) and (1, 2, 3). Upload an image of your beautiful, neat, good-handwriting work.

Q: A particle moves along the top of the parabola y2 = 2x from left to right at a constant speed of 5…

A: A particle moves along the top of the parabola y2=2x from left to right at a constant speed of 5…

Q: f the population of a certain county was 100,000 in 1998 and 110,517 in 2008 and the for- mula y 5…

A: Given, the population of a certain county was 100,000 in 1998 and 110,517 in 2008             and…

Q: A= 36f+²

A:

Q: A point moves so that it's distance fro (2,2) is half its distance from (-4,3). Find the equation in…

A: Step 1:     Step 2: Step 3: Step 4:

Q: A city's commuter system has three zones covering the regions described. Zone 1 covers people living…

A: A. Given that zone 1 covers people living within three miles of the city center. So radius of zone…

Q: If the point (6, -1) is reflected over line y = 2 then dilated by 2, what would the new points be?

A:

Q: Justify the hyperbolic function based on the six hyperbolic functions: 1. sinhx coshx

A: To Examine: whether sinhx=coshx or not, using the definition of the hyperbolic function.

Q: Sketch 9x2 + 25y2 = 5625 and the line segments connecting (20, 0) and (-20, 0) to (15, 12)

A:

Q: Interpret J, 1+ 2x' dx where Cis the right half of the circle of radius 2 with counter- clockwise…

A: Line integral gives work done to move a particle under a vector field from one point to another…

Q: he equation of a clove ret :0 a given sustem of axes is 3X^2+2xy+3y^2=10 ind its equation if the…

A: With the given notation , we have    x=x'cos45-y'sin45=x'-y'2and  y=x'sin45+y'cos45=x'+y'2

Q: Point M(-6,8) is dilated from the origin with a scale factor of 1/2. What is the coordinate of M'?

A: The idea of dilation is to make something bigger or smaller ( according to scale factor). Here the…

Q: A water tower has a right circular cylindrical tank oriented vertically with radius 3 m and height 6…

A:

Q: Tangent to the parabola z = x2 + 3y2 , x = 1 , at point ( 1 , 2, 13 )

A: Given: Tangent to the parabola z = x2 + 3y2 , x = 1 . at point (1,2,13)

Q: The following line intersect with the xz-plane. What is the point? x = -2; y = 4+2λ; z = −3+2

A: