Kendra observes a paramecium as it swims along the edge of a ruler. The paramecium starts at the 65mm mark at 9:11:25 a.m and ends at the 38mm mark at 9:12:05 a.m. What is the displacement delta x, in mm for the paramecium’s swim?

Q: The position of an object at time is given by the parametric equations . x= 4t^2+2t , y=3t^2+4 Find…

A: The position of the object at time in x and y direction is given by,  x = 4t^2 + 2t  y = 3 t^2 +4 t…

Q: 2. A mouse is observed to traverse toward the left (-x) for 60 cm and then forward (+y) for 40 cm.…

A: Given : Displacement 1 (d1 ) = 60 cm to left Displacement 2 (d2 ) = 40 cm to up

Q: 14. From the edge of the rooftop of a building, a boy throws a stone at an angle of 25 degree above…

A: In x direction by x = uxt = u Cos25° t  u = 105/(4.2×Cos25°) u = 27.58 m/s  Now, in y direction Sy =…

Q: Combine these two equations to develop an expression for tan(θ2) in terms of Fr, F1, F2, and θ1.…

A: Step 1:Step 2: Step 3: Step 4:

Q: image16

A: Since you have asked multiple questions, we will solve the first question for you. If you want a…

Q: A particle moves along a straight line with a velocity in millimeters per second given by v = 321 -…

A: V= 321-17t2 mm/sSince,    s= ∫0tV dt= ∫0t321-17t2dt =…

Q: Q3:If the two vectors A = 3i + 2j+ 5k , and B = 2i – j+ 4k, they located in %3D %3D the x and y…

A: The dot product of two vectors A→ and B→ is:A→.B→=A→B→cosθ Rearranging, the angle between the two…

Q: What is the magnitude of the acceleration of a speck of clay on the edge of a potter's wheel turning…

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Q: If a painter climbs a ladder 3 meters, what is his horizontal displacement?__ 5. What is the…

A: Displacement is a quantity that depends upon the difference between the final position and the…

Q: Water flows out of a spicket that is .6 m above the ground. The water height is 30 cm above the…

A:

Q: A person changes its position from x 1 = 25 cm to x2 = 15cm. What is the person's displacement. ?…

A:

Q: 6. A drone delivery service drops a package when the drone is 120 ft above the ground, rising at 12…

A:

Q: The position of a particle as a function of time is given by: F(t) = (8t + 6t³)i + (10-2t²)ĵ where r…

A:

Q: Arvin the Ant is on a picnic table. He travels 30 cm northeast, then 25 cm due north, and finally 15…

A: Given data: Ant travels 30 cm northeast, then 25 cm due north, and finally 15 cm west Need to…

Q: I originally put 10 seconds as the answer, but it says it is still wrong. Any help?

A: This question can easily be solved by applying the basic concept of distance and displacement and…

Q: In the figure, if the time of flight (from a to b) is equal to 0.20sec. then the height H=. . cm…

A: Suppose that mass of the ball is m Time taken to reach point b from point a is t = 0.20 sec Initial…

Q: Hearing rattles from a snake, you make two rapid displacements of magnitude 1.8m and 2.4m. In…

A: (a) Consider the figure below, both the displacements are in same direction hence resultant will be…

Q: For the vertical displacements, Ay = 0.5 ст, 1.2 ст, 2.4 ст, 4.1 cm, and 6.3 cm each for equ %3D…

A: given , vertical displacement , ∆y = 0.5 cm , 1.2 cm , 2.4 cm , 4.1 cm , 6.3 cm  interval time , ∆t…

Q: Where is the object when t=35.5s?

A:

Q: 2.  A specific particle is moving in a 2D plane along the x and y axis, and it has a velocity of (3i…

A: Here, it is given that, a specific particle is moving in a 2D plane along the x and y axis, and it…

Q: The pace at which a caterpillar climbing a leaf slows from 0.59 cm/s to 0.520cm/s is -0.05cm/s1. How…

A:

Q: A chipmunk on a limb near the top of a tree loses its grip on a nut, so that the nut slips away…

A:

Q: 5. An object moving in the x-y plane has a position vector given by: 7 = (2t³ - 5t)i + (6-t¹)ĵ (in…

A:

Q: A particle moves that is defined by the parametric equations x = 3t² - 1 y = t³ − 3t² + t = 3 (where…

A: The position of the particle as a function of time in the x-direction is given by, x=3t2-1 The…

Q: given that the velovity at an instant t is v=(9)/(4)t^(4)+15t^(2) ad that when t=0, s=8 find an…

A:

Q: dzaz. The differential displacement in the cartesian coordinate system dl=dxax + dyay+ True False

A:

Q: After an airplane takes off, it travels 10.4km 15° N of W 8.7km 60° E of S 13.2km S What is the…

A:

Q: 3.1. Consider the displacement vectors, Ã = (2î + 4})m , and B = (î – 7})m. If Ä - B+ 3Č = 0, what…

A:

Q: A particle undergoes three consecutive displacements: d = (15i + 30j + 12k) cm, d (23i- 14j-5.0k) cm…

A: In the given question given that three consecutive displacement vector.Then We have to determine the…

Q: The pace at which a caterpillar climbing a leaf slows from 0.59 cm/s to 0.520cm/s is -0.05cm/s1. How…

A:

Q: The motion in two dimensions, are be for displacement and velocity two components in the direction…

A: Yes. In two dimensional motion the velocity and displacement have two components along x and y axis.

Q: The pace at which a caterpillar climbing a leaf slows from 0.38 cm/s to 0.32cm/s is -0.05cm/s1. How…

A: Given: The intial velocity is 0.38 cm/s. The final velocity is 0.32 cm/s. The acceleration is -0.05…

Q: For f = (t+1)î+t'j+t'k , determine (dĩ / dt) and (d'f l dt).

A: Given value--- vector r = (t + 1) i + t2 j + t3 k. We have to find--- dr/dt ? d2r / dt2 ?

Q: 2. Using any of the 2 Graphical Methods, solve for the value of the unknown displacement dz and the…

A: We have three vectors d1=45 m (75o E of S), d2=60 m (75o N of W) and d3 which makes an angle say θ…

Q: Vx=525 m/s 2. A rifle is aimed horizontally shoulder height (1.5 meters above the ground) at a…

A:

Q: SITUATION I. Two particles move along the x-axis. Their positions f(t) and g(t) are given: f(t) = bt…

A: The positions f(t) and g(t) are given: f(t)=6t-t2 and  g(t)=t2-4t

Q: 7(t) = x(t)î + y(t)ĵ x(t) = at + b, where: a = 1.00' Given: Position vector: m x- component: b =…

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Q: F1 has a magnitude of 20 N and is directed 600600 above the horizontal. What is the x-component of…

A: We are given magnitude of force. We are also given the angle made with the horizontal. We take…

Q: While vacationing in the mountains you do some hiking. In the morning, your displacement is Smorning…

A: Given Data :let x1→ denotes the displacement During the Moring and x2→ denotes the displacement…