Question
A body weighs 0.30N in air, 0.25N when fully immersed in liquid. Calculates (a). It's loss in weight in water (b). It's relative density (c). Relative density of the liquid.
Answers
GPT 3.5
To calculate the loss in weight in water, we need to find the difference between the weight in air and the weight in water:
(a) Loss in weight in water = Weight in air - Weight in water
= 0.30N - 0.25N
= 0.05N
(b) To find the relative density of the body, we can use the formula:
Relative density = Weight in air / (Weight in air - Loss in weight in water)
= 0.30N / (0.30N - 0.05N)
= 0.30N / 0.25N
= 1.2
(c) To find the relative density of the liquid, we can use the formula:
Relative density of liquid = Weight in air / (Weight in air - Weight in liquid)
= 0.30N / (0.30N - 0.25N)
= 0.30N / 0.05N
= 6
Therefore, the loss in weight in water is 0.05N, the relative density of the body is 1.2, and the relative density of the liquid is 6.
(a) Loss in weight in water = Weight in air - Weight in water
= 0.30N - 0.25N
= 0.05N
(b) To find the relative density of the body, we can use the formula:
Relative density = Weight in air / (Weight in air - Loss in weight in water)
= 0.30N / (0.30N - 0.05N)
= 0.30N / 0.25N
= 1.2
(c) To find the relative density of the liquid, we can use the formula:
Relative density of liquid = Weight in air / (Weight in air - Weight in liquid)
= 0.30N / (0.30N - 0.25N)
= 0.30N / 0.05N
= 6
Therefore, the loss in weight in water is 0.05N, the relative density of the body is 1.2, and the relative density of the liquid is 6.
Related Questions
A body weighs 0.30N in air. 0.25N when fully immersed in water and 0.27N in a liquid. Calculate th...
A body weight 0.3N in air,0.25N when fully immersed in water and 0.27N when fully immersed in liquid...
A body weigh 0.3n in air, 0.25n when fully immersed in water and 0.27n when fully immersed in liquid...
A body weight 0.30N in air,0.25, when fully immersed in water and 0.27 when fully immersed in liquid...