If the weight of an angle A ( = 48°22'40'') is 4, then the weight of the angle $(\frac{A}{2} = 24 ° 11^{'} 20^{''})$ will be ________
16

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Solution

The correct option is A 16
If a quantity of given weight is divided by a factor, the weight of the result is obtained by multiplying the given weight by the square of that factor.
Angle 'A' has weight = 4
$∴$ Weight of $\frac{A}{2} = 4 \times (2)^{2} = 16$

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If the weight of an angle A ( = 48°22'40'') is 4, then the weight of the angle (A2=24°11′20′′) will be ________ 16

The correct option is A 16If a quantity of given weight is divided by a factor, the weight of the result is obtained by multiplying the given weight by the square of that factor. Angle 'A' has weight = 4 ∴ Weight of A2=4×(2)2=16

If the weight of an angle A ( = 48°22'40'') is 4, then the weight of the angle $(\frac{A}{2} = 24 ° 11^{'} 20^{''})$ will be ________
16

The correct option is A 16
If a quantity of given weight is divided by a factor, the weight of the result is obtained by multiplying the given weight by the square of that factor.
Angle 'A' has weight = 4
$∴$ Weight of $\frac{A}{2} = 4 \times (2)^{2} = 16$