A⇀×B⇀=(AyBz-AzBy) i^+(AzBx-AxBz) j^+(AxBy-AyBx) k^

Part A

|A×B| = (6)(4)sin(180°- 45°) = 17

The size of the overcome product A×B is 17.

You are watching: What is the cross product a⃗ ×b⃗ ? find the x-component.


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Evaluate the cross commodities A×B and C×D? (Figure 1)

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Part A

What is the magnitude of the overcome product A×B? Express friend answer utilizing two far-ranging figures.

Part B

What is the direction of the cross product A×B? (multiple choice)

a) right into the airplane of the imageb) it is opposite to the direction of Ac) the end of the airplane of the imaged) A×B is zero vectore) that is opposite come the direction the B

Part C

What is the magnitude of the cross product C×D?

Part D

What is the direction of the overcome product C×D? (multiple choice)

a) that is opposite come the direction the Cb) C×D is zero vectorc) into the aircraft of the imaged) it is the opposite to the direction that De) out of the plane of the image


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Frequently asked Questions


What scientific principle do you need to recognize in order to solve this problem?

Our tutors have actually indicated that to resolve this trouble you will require to apply the Intro to overcome Product (Vector Product) concept. If friend need much more Intro to cross Product (Vector Product) practice, friend can also practice Intro to cross Product (Vector Product) exercise problems.


What professor is this difficulty relevant for?

Based on our data, us think this problem is pertinent for Professor Hartman's course at PASADENA.


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