00:01
So, we have to craft the following function y equals 1 upon 6 whole to the power x.
00:06
This can also be written as 1 upon 6 to the power x.
00:10
So taking some points, take x equals to minus 2, then y equals 1 upon 6 to the power minus 2.
00:19
If we take to above 6 to the power 2, that is 36.
00:24
When x equals to minus 1, y equals 1 upon 6 to the power minus 1, which is 6 to the power 1, which is 6.
00:33
When x equals to 0, y equals 1 upon 6 to the power 0, which is 1 upon 1 is 1.
00:41
When x equals to 1, y equals 1 upon 6 upon 1, which is 1 upon 6, which is nothing but 0 .1666.
00:56
And when x equals 2, y equals 1 upon 6 to the power 2, which is 1 upon 36, approximately equals to 0 .02777.
01:09
Now we can definitely plot it.
01:13
We can see y value is, this is 2...