Name: ___________________

Date:___________________

kwizNET Subscribers, please login to turn off the Ads!
Email us to get an instant 20% discount on highly effective K-12 Math & English kwizNET Programs!

MEAP Preparation - Grade 4 Mathematics
3.8 Solids

  1. Three dimensional figures are called solids.
  2. A flat surface on a solid is called a face.
  3. The line segment where two faces meet in solids is called edge.
  4. The point at which edges meet is called a vertex.

Directions: Answer the following. Also draw at least ten examples of solids of your own.
Q 1: Solids have curved surfaces and some solids have flat surfaces. A flat surface on a solid is called a
edge
face
vertex

Q 2: The line segment where two faces meet in solids is called
a face
an edge
a line
a vertex

Q 3: Solids are
1 dimensional
3 dimensional
none
2 dimensional

Q 4: Edges come together at a
vertex
line
edge
face

Q 5: A sphere has
2 faces
0 faces
1 face
3 faces

Q 6: The top and bottom of a cylinder are
squares
rectangles
circles
triangles

Q 7: A square pyramid has 5 sides, 4 triangles and one square as its base.
False
True

Q 8: Which is not a solid
triangular pyramid
cylinder
rectangle
rectangular prism

Question 9: This question is available to subscribers only!

Question 10: This question is available to subscribers only!


Subscription to kwizNET Learning System costs less than $1 per month & offers the following benefits:

  • Unrestricted access to grade appropriate lessons, quizzes, & printable worksheets
  • Instant scoring of online quizzes
  • Progress tracking and award certificates to keep your student motivated
  • Unlimited practice with auto-generated 'WIZ MATH' quizzes
  • Child-friendly website with no advertisements


© 2003-2007 kwizNET Learning System LLC. All rights reserved. This material may not be reproduced, displayed, modified or distributed without the express prior written permission of the copyright holder. For permission, contact info@kwizNET.com
For unlimited printable worksheets & more, go to http://www.kwizNET.com.