If the unit of force is $1000$ $N$ , the length is $1$ $k m$ and time is $100$ $s e c o n d$ then unit of mass will be:

1000

k g

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10000

k g

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100

k g

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10^{- 4}

k g

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Solution

The correct option is A $10000$ $k g$
We know,
$F = m a$
$⟹ F = \frac{m \cdot s}{t^{2}}$
$⟹ 1000 = \frac{M \cdot 1000}{(100)^{2}}$
$⟹ 1000 \times 10^{4} = M \times 1000$
$⟹ M = 10000$ $k g$

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If the unit of force is 1000 N, the length is 1 km and time is 100 second then unit of mass will be:

The correct option is A 10000 kgWe know, F=ma⟹F=m⋅st2⟹1000=M⋅1000(100)2⟹1000×104=M×1000⟹M=10000 kg

If the unit of force is $1000$ $N$ , the length is $1$ $k m$ and time is $100$ $s e c o n d$ then unit of mass will be:

The correct option is A $10000$ $k g$
We know,
$F = m a$
$⟹ F = \frac{m \cdot s}{t^{2}}$
$⟹ 1000 = \frac{M \cdot 1000}{(100)^{2}}$
$⟹ 1000 \times 10^{4} = M \times 1000$
$⟹ M = 10000$ $k g$