00:01
Hello everyone, let's get started with our solution.
00:03
So here, let x be the amount, x be the amount of the first brand, amount of the first brand and y be the amount, amount of the second brand.
00:32
Since it is given that the total amount would be equal to 360, so we can write that x plus y would be equal to 360.
00:40
So this would be our first equation.
00:41
Next, now since the first amount that is x equals to, x would be equal to 6 % and y was not x, 6 % vinegar and it was y was equal to be 14 % vinegar.
01:03
We need to determine how much amount of the first and the second is required to make 360, 360 ml with 11 % of vinegar, with 11 % vinegar.
01:25
So what we can do, we can modify this equation and write it like this.
01:29
Since x would be less than 6%, so it is 0 .06 of x plus 0 .14 of y.
01:37
We need to take 11 % each, so it would be equal to 0 .11 into 360.
01:48
This would be equation number 2.
01:55
Since from 1, we can say that x plus y is equal to 360, so we can write that x would be equal to 360 minus y.
02:03
So we can put this value, putting in equation number 2...