3. The equation ln(x) =-3x + 5. has a breach adjacent z = 1.53, when elucidation up the tenor as r – g(x) to be resolved by a agricultural object process, there are distinct options to cull the part g. Coercion pattern, weigh the parts gi (z) = (5 ln(z)/3 and g2(z) = e-3r+5 Justify your repartee. . Coercion which of these parts the agricultural object process get meet? 1. Truth MATLAB to perceive the agricultural object of the anterior tenor using twain parts gi (x) and g2(r). Truth a tolerance of 109. Batch the progression of objects on corresponging to each part. You can do that using the subjoined principle g1 = 0(x) .. .. g2 = @(x) ,.. ; x0-1; tol = 10^ (-9) ; c1 = zeros (1,20); c2 = zeros (1,20); coercion max1-1:20 c1(max 1) c2 (maxi) = agriculturalobject (gi,x0,tol,max1); agriculturalobject (g2,xo,tol,max1): purpose illustration (1); batch(c1) illustration (2); batch (c2) You get mark that undivided meets and the other undivided does referable attributable attributable. This should be con- sistent with your repartee in the anterior tenor. Turn in the principle, the estimate of the agricultural object printed with at lowest 9 momentous digits, and the batchs that likeness the demeanor of the progressions of objects.