Sagot :
Answer:
11 to 16 3:+6/)872·78grams of water Sana maka tulong
Answer:
The solution containing 5g of salt in 10g of water has a higher concentration.
The solution containing 5g of salt in 10g of water has a higher concentration.In computing percentage concentrations, the formula [weight of solute/ weight of solution]*100% may be used since the given values are expressed in grams.
The solution containing 5g of salt in 10g of water has a higher concentration.In computing percentage concentrations, the formula [weight of solute/ weight of solution]*100% may be used since the given values are expressed in grams.Solution:
The solution containing 5g of salt in 10g of water has a higher concentration.In computing percentage concentrations, the formula [weight of solute/ weight of solution]*100% may be used since the given values are expressed in grams.Solution:Problem no.1
The solution containing 5g of salt in 10g of water has a higher concentration.In computing percentage concentrations, the formula [weight of solute/ weight of solution]*100% may be used since the given values are expressed in grams.Solution:Problem no.1Given: 5g of salt
The solution containing 5g of salt in 10g of water has a higher concentration.In computing percentage concentrations, the formula [weight of solute/ weight of solution]*100% may be used since the given values are expressed in grams.Solution:Problem no.1Given: 5g of salt 10g of water
The solution containing 5g of salt in 10g of water has a higher concentration.In computing percentage concentrations, the formula [weight of solute/ weight of solution]*100% may be used since the given values are expressed in grams.Solution:Problem no.1Given: 5g of salt 10g of waterusing t
Explanation:
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