An irregular shaped body of mass $250 g$ in put in eureka can and water displaced is collected in measuring cylinder in which water is already at mark $20 c m^{3}$ Now the water level rises to $60 c m^{3}$ . Calculate volume of body

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Solution

Step 1: Given data
Mass of body = $250 g$
Water level initial = $20 c m^{3}$
Water level final = $60 c m^{3}$
Step 2: Calculation of volume of body
The volume of body = Change in water level
$60 c m^{3}$ - $20 c m^{3}$ = $40 c m^{3}$ .
Hence, the volume of the body is $40 c m^{3}$ .

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An irregular shaped body of mass $250 g$ in put in eureka can and water displaced is collected in measuring cylinder in which water is already at mark $20 c m^{3}$ Now the water level rises to $60 c m^{3}$ . Calculate

Density of body in CGS and SI units.

Q. An irregular shaped body of mass

250 g

is put in Eureka can and water displaced is collect in measuring cylinder in which water is already at mark

20 c m^{3}

. Now the water level rises to

60 c m^{3}

. Calculate
(a) Volume of body
(b) Density of body in CGS and SI units.

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Calculate density of a solide from following data.

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An irregular shaped body of mass 250gin put in eureka can and water displaced is collected in measuring cylinder in which water is already at mark 20cm3Now the water level rises to 60cm3. Calculate volume of body

Step 1: Given data Mass of body = 250gWater level initial = 20cm3Water level final = 60cm3Step 2: Calculation of volume of body The volume of body = Change in water level 60cm3 - 20cm3 =40cm3. Hence, the volume of the body is40cm3.

An irregular shaped body of mass $250 g$ in put in eureka can and water displaced is collected in measuring cylinder in which water is already at mark $20 c m^{3}$ Now the water level rises to $60 c m^{3}$ . Calculate volume of body

Step 1: Given data
Mass of body = $250 g$
Water level initial = $20 c m^{3}$
Water level final = $60 c m^{3}$
Step 2: Calculation of volume of body
The volume of body = Change in water level
$60 c m^{3}$ - $20 c m^{3}$ = $40 c m^{3}$ .
Hence, the volume of the body is $40 c m^{3}$ .