kavita has three boxes of different chocolate 1st box weighs 100g more than 3rd box and the 2nd box weighs 50g more than 3rd box if the total weight is 750 find weight of each box
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let the weight of the third box be x
now the equation formed is:-
weight of first box=x+100g
weight of second box=x+50g
Total weight is equal to 750 grams
=x+100+x-50+x=750g
=x+x+x=750-100-50
=3x=600
then x=600/3
=200
now
weight of first box is equal to X + 100 gram=200+100g
=300g
now the weight of second box is equal to X + 50 grams=200+50g
=250g
weight of the third box is x=200g
your answer friend...
now the equation formed is:-
weight of first box=x+100g
weight of second box=x+50g
Total weight is equal to 750 grams
=x+100+x-50+x=750g
=x+x+x=750-100-50
=3x=600
then x=600/3
=200
now
weight of first box is equal to X + 100 gram=200+100g
=300g
now the weight of second box is equal to X + 50 grams=200+50g
=250g
weight of the third box is x=200g
your answer friend...
ShreyaSingh31:
can u mark it brainliest
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plZZ mark it as a brainliest answer
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