Podcast
Questions and Answers
For the given vectors Q and P as shown in the figure
Section Cotm
Name HeroK
Time allowed- 00:30:00
a. Write Q and P in terms of i and j.
(100 pts.)
b. Find the resultant (sum) of the given vectors in terms of i and j. c. Determine the magnitude of the given vectors difference (P-Q).
d. Determine the unit vectors of vector Q.
e. Determine the angle (0) which is formed between the given vectors (Q & P) by using cross product.
4Y
O=1000 units
Exam Date: (April., 25. 2023)
(82,tr
-190-894税で
=90°12′57.8
√3
p_{p}a_{BP} ?
87^{\circ}28^{\prime}16^{\prime\prime}
300
Figure-1
80^{\circ}
3^{11}-130^{\circ}
3"
5/ 33^{11}-37^{\prime}3840^{\prime}
P=500 units
For the given vectors Q and P as shown in the figure
Section Cotm
Name HeroK
Time allowed- 00:30:00
a. Write Q and P in terms of i and j.
(100 pts.)
b. Find the resultant (sum) of the given vectors in terms of i and j. c. Determine the magnitude of the given vectors difference (P-Q).
d. Determine the unit vectors of vector Q.
e. Determine the angle (0) which is formed between the given vectors (Q & P) by using cross product.
4Y
O=1000 units
Exam Date: (April., 25. 2023)
(82,tr
-190-894税で
=90°12′57.8
√3
p_{p}a_{BP} ?
87^{\circ}28^{\prime}16^{\prime\prime}
300
Figure-1
80^{\circ}
3^{11}-130^{\circ}
3"
5/ 33^{11}-37^{\prime}3840^{\prime}
P=500 units
For the given vectors Q and P as shown in the figure
Section Cotm
Name HeroK
Time allowed- 00:30:00
a. Write Q and P in terms of i and j.
(100 pts.)
b. Find the resultant (sum) of the given vectors in terms of i and j. c. Determine the magnitude of the given vectors difference (P-Q).
d. Determine the unit vectors of vector Q.
e. Determine the angle (0) which is formed between the given vectors (Q & P) by using cross product.
4Y
O=1000 units
Exam Date: (April., 25. 2023)
(82,tr
-190-894税で
=90°12′57.8
√3
p_{p}a_{BP} ?
87^{\circ}28^{\prime}16^{\prime\prime}
300
Figure-1
80^{\circ}
3^{11}-130^{\circ}
3"
5/ 33^{11}-37^{\prime}3840^{\prime}
P=500 units
