Problem 1.4.10 A Assignment (Chapter 1)O (37) BENAM ACADEMY - YouTub xNew TabA classroom.google.com/c/MTMXNTUOMTI10TE3/a/MJAZMTYXNZAZMJY4/detailsМE 2022BPractice Problem 1.4.10: Given the following vectors:(a) A=6j+9k ft(b) A = 2i – 3j m(c) A=5i – 6j - km B=- 5i + 8j + 6k mB=7i – 3j + 2k ftB= 6i – 13k NssignedCompute the cross product C = AXB for each of the cases given above. Identify theunits of each product.1.5 mPractice Problem 1.4.11: Compute A XBand CXB for the position vectors shown.1.2 m2 m20 mm2:14 pmP Type here to searchO G 40 ENG05/11/2020目

(a) cross product Ca=A→×B→=i^j^k^06 ft9 ft7 ft-3 ft2 ft=i^12+27-j^0-63+k^-42 ft2=39i^+63j^-42k^ ft2

Practice Problem 1.4.10: Given the following vectors: (a) A =6j + 9k ft (b) A = 21 – 3j m (c) A=5i – 6j – k m B=- 5i+ 8j + 6k m B=7i – 3j + 2k ft B=6i - 13k N Compute the cross product C A XB for each of the cases given above. Identify the units of each product.

Practice Problem 1.4.10: Given the following vectors: (a) A =6j + 9k ft (b) A = 21 – 3j m (c) A=5i – 6j – k m B=- 5i+ 8j + 6k m B=7i – 3j + 2k ft B=6i - 13k N Compute the cross product C A XB for each of the cases given above. Identify the units of each product.

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Question

Problem 1.4.10

A Assignment (Chapter 1)
O (37) BENAM ACADEMY - YouTub x
New Tab
A classroom.google.com/c/MTMXNTUOMTI10TE3/a/MJAZMTYXNZAZMJY4/details
МE 202
2B
Practice Problem 1.4.10: Given the following vectors:
(a) A=6j+9k ft
(b) A = 2i – 3j m
(c) A=5i – 6j - km B=- 5i + 8j + 6k m
B=7i – 3j + 2k ft
B= 6i – 13k N
ssigned
Compute the cross product C = AXB for each of the cases given above. Identify the
units of each product.
1.5 m
Practice Problem 1.4.11: Compute A XB
and CXB for the position vectors shown.
1.2 m
2 m
20 mm
2:14 pm
P Type here to search
O G 40 ENG
05/11/2020
目

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