
How do you convert $100$ g to kg ?
Answer
514.8k+ views
Hint: As we know $1kg = 1000g$ from here we can get the value.
Complete step by step solution:
There are $1000$ grams in one kilogram , so to convert grams to kilograms , you simply divide the number of grams by $1000$. Technically, this is “unit conversion” and looks like this in fully expanded form:
$100 \cdot \dfrac{{1kg}}{{1000g}} = \dfrac{{100g \cdot kg}}{{1000g}} = 0.1kg$
Note:
Gram is a metric system mass unit. $1g = 0.001kg$.
The symbol of gram is (g).
$1$ gram (g) is equal to $0.001kg$ (kilograms)
To convert gram to kg, multiply the grams value by $0.001$ or divide by $1000$.
$1g=\dfrac{1}{1000}kg=0.001kg$
The mass m in kilogram (kg) is equal to the mass m in gram(g) divided by $1000$:
$m_{kg}=\dfrac{m_{g}}{1000}$
For example, to convert $100$ grams to kg , multiply $100$ by 0.001, that makes
$0.1kg$ is $100g$.
Grams to kilograms formula
$\text{kilogram} = \text{gram} \times 0.001$
$\text{kilogram} = \dfrac{\text{gram}}{1000}$
$1$ Gram $ = 0.001$ kilogram
Complete step by step solution:
There are $1000$ grams in one kilogram , so to convert grams to kilograms , you simply divide the number of grams by $1000$. Technically, this is “unit conversion” and looks like this in fully expanded form:
$100 \cdot \dfrac{{1kg}}{{1000g}} = \dfrac{{100g \cdot kg}}{{1000g}} = 0.1kg$
Note:
Gram is a metric system mass unit. $1g = 0.001kg$.
The symbol of gram is (g).
$1$ gram (g) is equal to $0.001kg$ (kilograms)
To convert gram to kg, multiply the grams value by $0.001$ or divide by $1000$.
$1g=\dfrac{1}{1000}kg=0.001kg$
The mass m in kilogram (kg) is equal to the mass m in gram(g) divided by $1000$:
$m_{kg}=\dfrac{m_{g}}{1000}$
For example, to convert $100$ grams to kg , multiply $100$ by 0.001, that makes
$0.1kg$ is $100g$.
Grams to kilograms formula
$\text{kilogram} = \text{gram} \times 0.001$
$\text{kilogram} = \dfrac{\text{gram}}{1000}$
$1$ Gram $ = 0.001$ kilogram
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