0:00
Hello everyone.
00:01
So, as we know that y is equals to c plus i plus g and the values for each of them is given in this equation.
00:11
So, putting those values we get 160 plus 0 .6 yd plus 150 plus 150.
00:20
Now, further solving we get y is equals to 160 plus 0 .6 y minus 100 plus 300 yd that is equals to y minus t.
00:34
So, y is equals to 160 plus 0 .6 y minus 60 plus 300.
00:44
Now, y is equals to 400 plus 0 .6 y.
00:49
Now, substituting these values we get y minus 0 .6 y is equals to 400.
00:59
Now, y 1 minus 0 .6 is equals to 400.
01:05
Now, y is equals to 400 divided by 0 .4.
01:09
So, the final value of y is 1000.
01:15
Now, total demand will be equal to c plus i plus g.
01:28
So, it will be 160 plus 0 .6 multiplied by 1000 minus 100 plus 150 plus 150 that gives 1000.
01:44
So, we can conclude that y is equals to total demand.
01:52
Now, coming to next part of the question, coming to part b in which now g is equals to 110.
02:02
So, is equals to 160 plus 0 .6 y minus 100 plus 260.
02:11
So, y is equals to 360 plus 0 .6 y minus 60...