The mass of a solid iron cube of side 4 cm is to be determined. Of the 4 spring balances available, the one best suited for this purpose would be having :
a) Range = 0-100 g, L.C = 1 g
b) Range = 0-100 g, L.C = 5 g
c) Range = 0-1000 g, L.C = 10 g
d) Range = 0-1000 g, L.C = 25 g
Explain with complete justifications.
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maria9:
is there something missing in the Q
Answers
Answered by
5
Given:
side of solid iron cube=s= 4cm
density of iron= d= 7.8g/ cm3
volume of cube = s*s*s
=4×4×4
=64cm3
As we know,
density= mass/ volume
mass= density x volume
=7.8 *64
=499.2 gm
As the mass is 499.2 gm , the spring balance range should be 0-1000g
Least count is the smallest measurement we can measure.
As mass to be measured is in decimal value.Its better to select the least count as 10g
Hence option C is correct answer.
Spring balance with 0-1000g and least count 10g
side of solid iron cube=s= 4cm
density of iron= d= 7.8g/ cm3
volume of cube = s*s*s
=4×4×4
=64cm3
As we know,
density= mass/ volume
mass= density x volume
=7.8 *64
=499.2 gm
As the mass is 499.2 gm , the spring balance range should be 0-1000g
Least count is the smallest measurement we can measure.
As mass to be measured is in decimal value.Its better to select the least count as 10g
Hence option C is correct answer.
Spring balance with 0-1000g and least count 10g
Answered by
2
of the iron cube :-
length of each side = 4 cm
volume = (4)^3 cm^3 = 64 cm^3
we know
density of iron = 7.8 g/ cm^3
mass = density x volume
=( 7.8 x 64 ) g
= 499.2 g
we observe:-
mass of cube is more than 100g
therefore the range of spring of 1-1000g is suitable for measuring the mass of the cube
____________________________
correct option:-
c) range = 1-1000 g , L C = 10g
length of each side = 4 cm
volume = (4)^3 cm^3 = 64 cm^3
we know
density of iron = 7.8 g/ cm^3
mass = density x volume
=( 7.8 x 64 ) g
= 499.2 g
we observe:-
mass of cube is more than 100g
therefore the range of spring of 1-1000g is suitable for measuring the mass of the cube
____________________________
correct option:-
c) range = 1-1000 g , L C = 10g
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