P.Q=|P×Q| angle between p and Q ???
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⭐《ANSWER》
Actually welcome to the concept of the VECTORS
Basically we know that , there two types of products
that are
SCALAR PRODUCT AND VECTOR ( CROSS) PRODUCT
since we know ,
A.B = A.B COS ⊙ -》 SCALAR PRODUCT
A × B = A.B SIN ⊙ -》 VECTOR PRODUCT
so applying this we get as ,
P.Q = | P × Q |
P.Q COS ⊙ = P.Q SIN ⊙
COS ⊙ = SIN ⊙
since , at 45° , Cos and sine values are same in the first quadrant
thus
↗Angle ⊙ = 45°
Actually welcome to the concept of the VECTORS
Basically we know that , there two types of products
that are
SCALAR PRODUCT AND VECTOR ( CROSS) PRODUCT
since we know ,
A.B = A.B COS ⊙ -》 SCALAR PRODUCT
A × B = A.B SIN ⊙ -》 VECTOR PRODUCT
so applying this we get as ,
P.Q = | P × Q |
P.Q COS ⊙ = P.Q SIN ⊙
COS ⊙ = SIN ⊙
since , at 45° , Cos and sine values are same in the first quadrant
thus
↗Angle ⊙ = 45°
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