an aunt moves 5 metres in the east direction and 5 metres in south direction what is the position of aunt in the co-ordinate axes
Answers
Answer:
ANSWER is 10 metres hope it helped
Step-by-step explanation:
Answer
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19m
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him =
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3 2
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3 2 +4
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3 2 +4 2
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3 2 +4 2 +12
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3 2 +4 2 +12 2
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3 2 +4 2 +12 2
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3 2 +4 2 +12 2
Answerdistance covered is equal to the sum of three distances which is equal to = 3+4+12=19mIf initial position is considered to be at origin then the final position of the man is 3 i^ +4 j^ +12 k^ So, the displacement covered by him = 3 2 +4 2 +12 2 =13m