Answer:
V = 174 mm^3
Explanation:
We see that this figure is a combination of 2 boxes,
one below and one on top.
Now,
for the one below,
we have a length = l = 13 mm, width = w = 3 mm, height = h = 4 mm
So,the volume is,
V = (length)(width)(height)
VB = (13)(3)(4)
VB stands for Volume of bottom box
VB = 156 mm^3
For VT
VT stands for Volume of top box
length = 6 mm , width = 3 mm, height = 5 - 4 = 1 mm
VT = (6)(3)(1)
VT = 18 mm^3
Now, the total volume of the figure is the sum of these two volumes, so we have,
V = VB + VT
V = 156 + 18
V = 174 mm^3