Solution
If $$\theta +\phi = \frac {\pi}{4}$$, then $$(1 + \tan \theta) (1 + \tan \phi) =$$
We can assume, $$\theta\ $$ = 0
So $$\phi$$ = $$\frac{\pi}{4}$$
then putting values in,
$$(1 + \tan \theta) (1 + \tan \phi) =$$
= $$(1 + 0) (1 + \tan \frac{\pi}{4}) =$$ $$\left(1+0\right)\left(1+1\right)=1\times\ 2\ =\ 2$$
= 2
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