00:01
The solution is xt is equals to 3 plus ut.
00:08
Ht is equals to 2t ut minus ut minus 2.
00:18
Xt multiplying by ht is equals to yt.
00:27
This is our equation number 1.
00:29
1, t u t is called r t.
00:37
Now we write h t is equals to, we have given h t is equals to 2 t u t minus u t minus 2.
00:48
Now we multiply this 2 t in this bracket.
00:51
So we get 2 t u t minus 2 t u t minus 2.
00:59
Now write the ht is equals to 2tut we multiplying this 2t as 2t -2 plus 2 and u multiplying with t -2 now we get ht is equals to 2t ut minus 2t minus 2 ut minus 2 minus 4 ut minus 2.
01:43
Now the value of ht is equals to 2rt minus 2rt minus 2 minus 4u t minus 2.
01:56
By equation 1, we get 3rt multiplying by 2rt minus 2rt minus 2 minus 4ut minus 2...