solve for D 4276 065735 log D1006422144 log 650 1 D075132

solve for D ,

4.276= -0.65+7.35 log ( D+1)-0.06+{4.22-1.44 *

log( 650 *1* (D^0.75-1.32) /( 215.63 *3.2*[ D^0.75-10.68]))

Solution

No } shown in the question assuming it at the end

4.276 = -0.65 +7.35log(D+1) - 0.06 +{ 4.22 - 1.44 log(650 (D^0.75 -1.32)/(690.016[D^0.75 - 10.68]))}

= {-0.65 - 0.06 + 4.22 } + 7.35log(D+1) -1.44 log(650 (D^0.75 -1.32)/(690.016[D^0.75 - 10.68]))

4.276 = 3.51 +  7.35log(D+1) -1.44 log(0.942 (D^0.75 -1.32)) + 1.44 log(D^0.75 - 10.68)

0.766 = 7.35log(D+1) -1.44 log(0.942 (D^0.75 -1.32)) + 1.44 log(D^0.75 - 10.68)

0.766 = log(D+1)^7.35 - [log(0.942 (D^0.75 -1.32))/(D^0.75 - 10.68) ]^1.44

0.766 = log[ {(D+1)^7.35*(D^0.75 - 10.68)^1.44 }/(0.942 (D^0.75 -1.32))^1.44]

5.83 = [ {(D+1)^7.35*(D^0.75 - 10.68)^1.44 }/(0.942 (D^0.75 -1.32))^1.44]