Find the sum of $5836 k g 250 g$ and $2954 k g 825 g$

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Solution

We want to add $5836 k g 250 g$ and $2954 k g 825 g$
As we know that $1 k g = 1000 g$
$5836 k g = 5836 \times 1000$
$= 5836000 g$
And $2954 k g = 2954000 g$
$5836 k g 250 g$ $= 5836000 + 250$
$= 5836250 g$
and $2954 k g 825 g$ $= 2954000 + 825$
$= 2954825$
Now add the given weights $,$
$5836 k g 250 g$ $+$ $2954 k g 825 g$ $= 5836250 + 2954825$
$= 8791075$ $g$
$8791075 g = \frac{8791075}{1000} k g$
$= 8791.075 k g$
$= 8791 k g 75 g$
Hence $,$ the sum of the given weights is $8791 k g 75 g$

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$82$ kg $250$ g, $22$ kg $400$ g and $8$ kg $815$ g

Q. Divide the following.

1 k g 825 g b y 5

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Find the sum of 5836kg250g and 2954kg825g

Find the sum of $5836 k g 250 g$ and $2954 k g 825 g$