Given that f(x) = 2x + 4 and h(x) = x³, find (hof)(1).
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A: Given that:- Movement of roller coaster car is given in the question.
Q: 5. Vector directions in one dimension are represented by a. Distances b. Magnitude c. Signs d.…
A: Vector direction in one dimension is represented by a. Distance Not correct Distance is a scalar…
Q: how about 2 , 3 and 4
A: Dear student, Since all questions are different as per guidelines we can author only one question.…
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A: Given value--- firstly driven 1.25 km south, then 8.75 km in a direction 57° north of east. We…
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A: Ans; 35.102 unit2 Explanation:Step 1:
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Q: he second v
A: Given: To find the second vector magnitude and the direction is given as,
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A: Vector in terms of components A=(Ax 2 +Ay 2 )1/2
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Q: and B=5 are perpendicular ( doleïs ). What is the value of ?the constant d
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A: The vector diagram for the provided vector is:
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A: The dot product of the two vectors is,
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A: Three forces are 8N 12N 15N And their angles from x axis are 45° 90° 135° respectively.
Q: Figure 1 B (15.0 m) Ď (10.0 m) 30.0 53.0 25.0 Ĉ (12.0 m) Á (8.00 m)
A: Given data: Vectors with magnitude and direction Required: Represent vectors in terms of unit…
Q: Find the angle between vector a and b if a 21 +j- k and b 3i - 6j + 2k
A: a→ = 2i^ + j^ - k^b→ = 3i^ - 6j^ + 2k^
Q: (a) Write a note on vector product or cross product with its characteristics. (b) Find the cross…
A: Given: A→=3i+1j-2kB→=1i-3j+4k
Q: A unit vector has the magnitude of ___ a) 5 b) 1 c) 10 d) 0
A: To find: A unit vector has the magnitude of
Q: Determine the angles made by the vector V=-491+30j with the positive x- and y-axes. Write the unit…
A: The problem is based on the concept of vectors. We have to calculate the unit vectors also. The…
Q: If A = 5f + 26 – Żand = f – 36 + 42 , find the following: (а) А- В
A: Given data:A=5r^+2ϕ^-z^B=r^-3ϕ^+4z^
Q: estion 7 Find the magnitude of the vector whose x- and y-components are given to be -1.036 and…
A: Given here,X COMPONENT: x=-1.036Y COMPONENT: y=-4.3512
Q: Ã = (5 m/s)î + (2 m/s)j, B = (3 kg · m/s²)î + (2 kg · m/s²)I %3D
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Q: A vector has an x-component of 2.64 and a y-component of 4.58. The magnitude of the vector is:
A: The objective of the question is to find the magnitude of a vector given its x and y components. The…
Q: In Figure below, a baseball is hit at a height h =1.00 m and then caught at the same height. It…
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Q: on subtituting the rupected valuej in the above relation we get: R= 2 cos ST + asın i5 +4 cos 25i +…
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Q: Multiple choice: It is the result of vector multiplication a. product b. vector product c.…
A: It is a type of vector multiplication.
Q: 1. Vector D has components D, = -4.9 m and D, = + 7.2 m. a. Write it in unit vector notation. b.…
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Q: A vector, V, has a magnitude of 250 N and a direction of 65°. Determine the following: a. Vx = b.…
A: Given data: Magnitude of the force vector (V) = 250 N Direction (θ) = 65° Required: The x and y…
Q: In the cross (or vector) product qu x B we know that 9=1 -307 +9.07+-212 -3.07+4.07 +6.0 B=B₁1+B7+BA…
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Q: Part C Enter the expression -20 + 6D in the answer box using the notation just described. Express…
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Q: A force of 100N makes an angle Determine both the x-component with the x-axis and has a y-component…
A: Component of force along x axis = A Cosθ Component of a force along y axis = A Sinθ
Q: Express the force in Cartesian vector form. 53 F = 750 lb
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Q: Ā = 3î + 43, B = î + 2)
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Q: Vector A = 7.4 i + 3.2 j. Vector B = 3.7 i - 7.1 j. Calculate the angle between the two vectors in…
A: Given data The vector A is given as A = 7.4 i + 3.2 j The vector B is given as B = 3.7 i – 7.1 j.…
Q: The vector The vector C has length 16 and points at an angle of 15° has length 12 and points at an…
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Q: A vector has a magnitude of 25 and points in a direction that is 35° above the positive x axis.
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Q: Question 6
A: Given Two vectors and its resultant and their components along the x and y axis We have to find…
Q: If the magnitude of the vector product of two vectors a and b are are equal to ab, then what do we…
A: Given data: The magnitude of the vector product of two vectors a and b a→×b→ = ab
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