Answer:
0.7315 kN
Step-by-step explanation:
We have given diameter = 10 mm , so radius =

The specimen registered failure under a load of 32.6 kN
So load = 32.6 kN
We know that
here
is the maximum stress which the material can withstand
Now for diameter d=1.5 mm
radius



load =0.7315 kN