if the some of two unit vector is also a unit vector then find their differences
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Let the two unit vectors be a→a→ and b→b→
Given |a→+b→|=1|a→+b→|=1
⇒|a→+b→|2=1⇒|a→+b→|2=1
⇒|a→|2+|b→|2+2a→.b→=1⇒|a→|2+|b→|2+2a→.b→=1
⇒2a→.b→=−1⇒2a→.b→=−1
|a→−b→|2=|a→|2+|b→|2−2a→.b→|a→−b→|2=|a→|2+|b→|2−2a→.b→
=2+1=3=2+1=3
∴|a→−b→|=3–√
Given |a→+b→|=1|a→+b→|=1
⇒|a→+b→|2=1⇒|a→+b→|2=1
⇒|a→|2+|b→|2+2a→.b→=1⇒|a→|2+|b→|2+2a→.b→=1
⇒2a→.b→=−1⇒2a→.b→=−1
|a→−b→|2=|a→|2+|b→|2−2a→.b→|a→−b→|2=|a→|2+|b→|2−2a→.b→
=2+1=3=2+1=3
∴|a→−b→|=3–√
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here listen care fully
if icap + j cap= k cap
then
icap-jcap= -k cap
if icap + j cap= k cap
then
icap-jcap= -k cap
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