Question

A piece of metal weight 266 kg. It contains the three metals in the ratio of 5%, 25 % and 70 %. Find out the weight of each metal.​

Answer 1

Answer:

1.176 is answer please make me brainslit

Answer 2

Answer:

The weight of each of the three metals in the given metal is $13.3, 66.5, 186.2$ kg respectively.

Step-by-step explanation:

Step-1:

We are given a piece of metal weighing $266kg$.

There are three metals in this whose weight is in the ratio $5$%, $25$%, $70$%.

Step-2:

Now we will calculate the individual weights of these three metals using the percentages that are given to us.

The weight of the first metal is $5$% of $266=\frac{5}{100}*266= 13.3 kg$

The weight of the second metal is $25$% of $266=\frac{25}{100}*266=66.5kg$

The weight of the third metal is $70$% of $266=\frac{70}{100}*266=186.2kg$.

Step-3:

If we add all three we can see that $13.3+66.5+186.2=266kg$.

Hence, the weight of each of the three metals in the given metal is $13.3, 66.5, 186.2$ kg respectively.

What is the percentage?:

https://brainly.in/question/21062337

How to calculate percentage:

https://brainly.in/question/8752713