Depends on how accurate you want to be.
For more accuracy, perform a heat balance calculation for mixing the 2 streams. The resulting equation is
dQ1 = dQ2
dQ1 = m1 * Cp1(mean) * (1180 - x)
dQ2 = m2 * Cp2(mean) * (x - 284)
Then solve for "x".
The problem is knowing Cp(mean) which requires some iteration. Guess "x", determine Cp(mean) for each stream, solve for "x" and compare to your guess.
As a starting point, you could just assume
(300000/491000)*1180 + (191000/491000)*284 = 831.5F
I think you will find your final answer won't be far from this.
As for the resultant pressure, based on giving mass flow rates, I assume you are mixing in a pipeline. The resultant pressure will be a function of the piping system hydraulics with pressure after mixing less than +2"H2O, otherwise you can't mix.