A unit vector | is represented by (a𝑖 ̂ + b𝑗 ̂ + c𝑘 ̂ ) | If the values of a and b are 0.6 and 0.8

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If a unit vector is represented by 𝟎.𝟓𝒊+𝟎.𝟖𝒋 ̂+𝒄𝒌 ̂ then the value of ‘c’ is: (B) √(𝟎.𝟏𝟏) If a unit vector is represented by 𝟎.𝟓𝒊+𝟎.𝟖𝒋 ̂+𝒄𝒌 ̂ then the value of ‘c’ is: (B) √(𝟎.𝟏𝟏)
Why Vectors are written as ai+bj+ck ? Why Vectors are written as ai+bj+ck ?
Unit vector | maths #shorts #mathshorts #youtubeshorts Unit vector | maths #shorts #mathshorts #youtubeshorts
Position Vectors and Displacement Vectors - Physics Position Vectors and Displacement Vectors - Physics
If a unit vector is represented by 0.5 i+0.8 j + ck, then the value of ‘c’ is: 1, √(0.11), √(0.01) If a unit vector is represented by 0.5 i+0.8 j + ck, then the value of ‘c’ is: 1, √(0.11), √(0.01)
A unit vector is represented as `(0.8hat(i)+bhat(j)+04hat(k))`. Hence, the value of b must be A unit vector is represented as `(0.8hat(i)+bhat(j)+04hat(k))`. Hence, the value of b must be
A unit vector is represented as (0.8hat(i)+bhat(j)+0.4hat(k)). Hence the value of A unit vector is represented as (0.8hat(i)+bhat(j)+0.4hat(k)). Hence the value of 'b' must be |...
Ifnbsp;ai^+bj^ is a unit vector and it is perpendicular tonbsp;i^+j^, then value of a and b is.... Ifnbsp;ai^+bj^ is a unit vector and it is perpendicular tonbsp;i^+j^, then value of a and b is....