Question

The question consists of a problem question followed by two statements!
and II. Find out if the information given in the statement(s) is sufficient in
finding the solution to the problem.
Problem question: What will be the total weight of 12 bags if each of them have
same weight?
Statements:
1) One-third of the weight of a bag is 8 kg
II). The total weight of four bags is 24 more than the total weight of three bags​

Answer 1

Answer:

I guess first is the correct answer

Answer 2

Answer:

Statement: 1) "One-third of the weight of a bag is $8kg$ " will be sufficient to get the total weight of $12$ bags if they have the same weight .

Step-by-step explanation:

Given:

One-third of the weight of a bag is $8kg$.

To Solve:

Consider the weight of one bag is $xkg$.

According to the statement, we can express the equation as

$\frac{1}{3} \times x=8$

To get the value of $x$  we have to take the $\frac{1}{3}$  to the RHS of the equation.

Then the value of $x$ is $x=8 \times 3=24$

The weight of one bag is  $24kg$ .

Each bag has same weight.

Total weight of $12$ bags is $24 \times 12=288 k g$

Therefore we can say the correct statement is 1) which is sufficient in finding the solution of the given problem.

To know more about this problem

brainly.in/question/7550584

To know more about the "Correct statement"

brainly.in/question/44331885

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