xercise $2(40\%)$ : The allowable NORMAL stresses for the fish$-$mouth joint in the block of the Figure is:

DATA: $($Sigma$)$ Allowable Normal Stress $=1,000$ NOTE: DATA IS A STRESS, and NOT A FORCE

$a=$ last digit $()$ If your Eagle ID last$-$digit is $"0"($zero$),$ THEN make $a=10$ inches

What is the maximum allowed FORCE $P($see figure, as a uniaxial load $P)$ that can be applied so the NORMAL stress in EACH fish$-$mouth joint is NO larger than the Allowable Normal Stress $($see above data$){?}^{********}{?}^{\text{N}\text{O}\text{T}\text{E}}{?}^{******}$ there are $2($TWO$)$ "slants" at DIFFERENT ANGLES and each will yield a different value for $"$ P $",$ you must compute BOTH values of $P,$ and you sketch FOR EACH a complete NEAT FBD