Question

Please help me! I'm having trouble with the formulas and stuff please help!

Answer 1

Well, it's kind of inconvenient (bummer) not to know the formulas, because
that's the whole point of this exercise ... knowing and using the formulas.

Here are the formulas you need. 
Cut this out and hang it on the fridge:

-- Volume of a cube = (side)³

-- Volume of a sphere = (4/3) (pi) (radius)³

-- Volume of a cylinder = (pi) (radius)² (height)

-- Volume of a cone = (1/3) (pi) (radius)² (height)

Use these formulas to find the volumes in #14, #15, and #16.
Each picture is a combination of two of these shapes.
#14 is a cube, plus half of a sphere on top of it.
#15 is a short cylinder, plus a cone on top of it.
#16 is a tall cylinder, minus half of a sphere carved out of the top end.
============================================
#14).  This is a cube with sides=8cm
PLUS
half of a sphere whose radius is 4cm, sitting on top of the cube.

Volume of the cube = s³ = (8cm)³ = 512 cm³
Volume of the half-sphere = half of (4/3) (pi) (4)³ = 134.04 cm³

Volume of the combination =  646.04 cm³
=============================================
#15).
This is a cylinder, with radius=16ft and height=4ft
PLUS
a cone, with radius=16ft and height=4ft, sitting on top of the cylinder.

Addum up !
=========================================
#16).
This is a cylinder, with radius=6in and height=11in.
MINUS
half of a sphere, with radius=6in, scooped out of the
top of the cylinder.