The line of intersection of the planes (1) x-z=1 and (2) y+2z=3 is on our plane.
To find the line of intersection of these planes, evaluate 2(1)+(2) to obtain (3) 2x+y=5
Let y=\lambda, then
x=(5-\lambda)/2
Sub into (1), to get z=(7-\lambda)/2
Therefore the line of intersection can be...
I have the exact same problem, however it is the inverse:
lim n!
n->00 n^n
Fairly intuitively this limit will be zero, however I need to 'use the squeeze rule'
The lower limit can easily be 1/n^n whose limit is zero. However I cannot think of an upper limit to 'squeeze' my limit between...