Convert me
Name me
Cover me
O'Toole me
Solve me
100
6 ft = ___ yards
2 yards
100
Name this thing
Triangular Prism
100
Surface area = the sum total of the area of all the________ of a figure.
faces
100
What is O'Toole's favourite animal?
100
Solve:
105 = 5x + 45
x = 60
200
4 yards = _____ inches
144 inches
200
Name this thing
Tetrahedron
200
What is the surface area of a cube whose faces have a surface area of 50 cm2 ?
300 cm2
200
Mr. O'Toole currently runs a club and coaches a sports team at PVEC. Name both.
Astronomy Club and JV boys soccer
200
The surface area of a Square Pyramid is 500 cm.
The square has edge lengths of 9 cm
What is the lateral area of the Pyramid?
500 - 92 = 419 cm2
300
1/2 metre ~~ ____ inches
20 inches
300
Name this thing
Pentagonal-based Pyramid
300
A Rectangular pyramid has a base of 200 cm2. One of its triangular faces has an area of 50 cm2 , another triangular face has an area of 100 cm2. What is it's surface area?
200 + 2(50) + 2(100) = 500 cm2
300
3 of Mr. O'Toole's favourite bands all start with 'B' (ignore The) Name them.
The Beatles, Blink 182, The Beach Boys
300
A cube has a surface area of 600 cm2. What are its edge lengths?
600/6 = 100 cm2
10 cm x 10 cm = 100 cm2
so edge length = 10 cm
400
50 inches = ___ yd ___ ft ___ in
1 yd 1 ft 2 in
400
How many vertices does an octahedron have?
20 vertices
400
I have a Square pyramid (SA = 50 ft2) sitting on top of a cube (SA = 60 ft2). The base of the pyramid has the same dimensions as a face of the cube. What is the Surface Area of the Composite Shape? (don't count overlaps).
SA = 50 + 60 – 2(10) = 90 ft2
400
Mr. O'Toole had a dog growing up. Her name rhymed with a type of candy and with a child's term for a toy. What was her name?
Polly
400
A Cylinder has a SA of 400pi and a diameter of 10 cm. Find it's radius
500
1 yd 2 ft 11 in
– 40 in
= ___ yd ____ ft ____ in
0 yd 2 ft 7 in
500
An Icosahedron has 20 faces, how many edges does it have?
It is composed of 20 equilateral triangles, 3(20) = 60 edges, but each edge is shared with two triangles, so the number of required edges get's cut in half. 60/2 = 30 edges.
500
I have a Cylinder whith a hollow centre. If the thickness t = 6 in, the radius r = 10 in, and the height h = 11 in, what is the surface area of the inside of the hole?
Radius of inside cylinder = r - t = 4 in
Lateral Area of cylinder = 2pirh
So
LA = 2(pi)(4)(11) = 88pi in2
500
There are four teachers at PVEC who taught Mr. O'Toole. Who are they?
Mr. Mason, Mr. McDow, Ms. Martin, Mr. Spencer
500
A cube has edge lengths of 10 cm. Find the length of the diagonal inside the cube.
sqrt(10^2 + sqrt200)=10.7