Take a free Electrician Practice Test to see what kind of questions are on actual electrician license exams. Most states require an electrician to pass an exam to receive a journeyman or master electrician license. Check with your local code official to determine which code applies to your location. Grade Answers as You Go. Incorrect answer. Please choose another answer. Prev Next Finish. Quality starts with Our practice exam writers:. Ray is a certified instructor of electrical trades.
His classes are presented in a simplified, easy-to-understand format for electricians.
Bookmark Page. Which of the following is not a type of service disconnect? Knife blade switch. Fuse block. Circuit Breakers. Bus Bar.
Basic Math for the Construction Trades: Workbook
If a grounded conductor is attached to the disconnect switch, which type of service disconnect must be used? Circuit breakers. Knife Blade Switch. Fuse Block. None of the above. What is the most frequently used wire size for interior wiring? If you have four to six 12 AWG wires in a conduit, what would be the allowable current-carrying capacity in percentage to the normal? If a box is to contain four No. The total load on any single overcurrent device in a panelboard must not exceed 80 percent of its capacity where the load continues for 3 or more hours to avoid overheating of the conductor.
A fuse should be rated higher than the lowest rated component in a panelboard to be protected. Which of the following locations would most likely require installation of a ground fault circuit interrupter?Construction Technology I. Course Syllabus. Class Description:. Construction Technology I is an instructional program that prepares an individual for employment or continued education in the occupations of Carpentry, Electrical Wiring, Masonry, or Plumbing. Construction Technology I is a basic course teaching fundamentals of safety, tools, math, and basic carpentry, electrical, masonry, and plumbing skills.
Students who study this curriculum using the Contren Learning Series materials under the supervision of an instructor who has been certified by the NCCER are eligible to be tested on each module.
To reinforce basic math skills by incorporation of practical application. To introduce the students to reading and interpreting construction blueprints.
To identify construction materials and describe their uses. To introduce the students to basic skills and knowledge in fields of Rigging, Carpentry, Electrical Wiring, Masonry, and Plumbing. Course Outline:. Module 1 : Basic Safety. Module 2 : Introduction to ConstructionMath. Module 3 : Introduction to Hand Tools. Module 4: Introduction to Power Tools. Module 5 : Introduction to Construction Drawings. Module 6: Introduction to Basic Rigging. Module 7: Basic Communication Skills.
Module 8 : Basic Employability Skills. Module 9: Introduction to Material Handling. This will cover the cost of project materials, safety glasses, gloves, t-shirt. It helps each student to excel. SkillsUSA is a national organization serving teachers and high school and college students who are preparing for careers in technical, skilled and service occupations, including health occupations. Each student is encouraged to join to promote leadership and teamwork.
Elected officers of our school chapter will have the opportunity to attend the Fall Leadership Conference. Interested students that show outstanding performance in any of the occupational and leadership skill areas for competition will have the opportunity to compete in the district competition which leads to state, then national competitions. Grading Scale:. Each student will be taught basic safety and will pass the safety exam with a score of before entering the shop for work.
Safety glasses are required to enter into the shop for any reason.
00102-15 Introduction to Construction Math Trainee Guide, 5th Edition
Hard hats will be worn as applicable. Equipment operation will only be done under direct supervision of the instructor. Student Expectations:. Be on time. Be attentive. Be respectful to others. Use time, tools, and materials appropriately. Practice professionalism.
Tentative Schedule:. Nov : College and Career Fair.Working in the trades requires strong numeracy skills to help you succeed on the job. This workbook includes questions and learning material to help you:. The workbook is divided into four sections, each of which highlights different numeracy skills that journeypersons use on the job.
An answer key is provided at the end of the workbook to help you review your answers and find out which areas of numeracy you may need to improve. Measurement is the way that numbers are used most often in the trades. Measurement and calculation are used to measure and describe the physical world, for example by taking measurements and calculating area and volume.
The following are three typical workplace examples of measurement and calculation:. Journeypersons who build things in their work use measuring tapes, laser survey equipment, micrometers, scales and other tools to measure on a daily basis. They work with both imperial and metric measurements on the job.
Enter the correct length beside each arrow on the measuring tape. Remember to include the correct unit inches or centimetres. Two examples are provided for you. Label the following measurements a—f on the measuring tape with an arrow and the letter of the question. Two examples have been done for you. Carpenters take readings of elevations, directions and lengths of property lines using a levelling rod. The red numbers on the rod represent the number of feet, and the black numbers represent tenths of a foot.
Note: The red numbers are larger than the black numbers when they mark an even number of feet e. Whether you are in a classroom or on the job, it is helpful to develop your own method for solving math problems involving measurements.
The steps below can help you do this. Note: Use your calculator to complete the questions in this workbook. Note: Only whole tiles can be ordered, so you will need to round your answer up when you calculate how many tiles are needed. Think of the cylinder as being laid out flat so that the circumference becomes the width measurement.Request a copy.
Additional order info. Buy this product. Module ID Reviews basic math skills related to the construction trades and demonstrates how they apply to the trades.
Covers multiple systems of measurement, decimals, fractions, and basic geometry. Pearson offers special pricing when you package your text with other student resources. If you're interested in creating a cost-saving package for your students, contact your Pearson rep. We're sorry! We don't recognize your username or password. Please try again. The work is protected by local and international copyright laws and is provided solely for the use of instructors in teaching their courses and assessing student learning.
You have successfully signed out and will be required to sign back in should you need to download more resources. If You're an Educator Request a copy Additional order info. If You're a Student Buy this product Additional order info. Overview Contents Order Overview. Description Module ID Reviews basic math skills related to the construction trades and demonstrates how they apply to the trades. Table of Contents. Previous editions. Relevant Courses.
Sign In We're sorry! Username Password Forgot your username or password? Sign Up Already have an access code? Instructor resource file download The work is protected by local and international copyright laws and is provided solely for the use of instructors in teaching their courses and assessing student learning.
Signed out You have successfully signed out and will be required to sign back in should you need to download more resources.What are the Basic Area and Volume Formulas? What are 3 Useful Trigonometry Concepts?
Bud Caldwell, one of the best Superintendents I ever worked with, taught me the value of changing inches into decimal feet. We were reviewing a shop drawing for a piece of equipment with lots of anchor bolts, and everything was in feet, inches and fractions of an inch. In his head, he quickly converted the inches and fractions of an inch into decimal feet, so we could easily add and check dimensions.
He showed me a wonderful little trick of the trade that I've used for over 25 years. The inches to decimal feet conversion table shows illustrates the information. As you know, adding fractions challenges most of us.
We probably learned the concept of lowest common denominator at some point, but struggle to remember how to actually use it. So to add feet and inches, we have to deal with fractions and with that 12" in a foot concept, which means we have to add by hand, using pencil and paper. Special calculators for adding feet, inches and fractions of inches are available, but they always seemed difficult to use for me. So adding a string of dimensions in feet, inches and fractions of an inch gets much easier if we can simply convert to decimal feet.
Let's use accessible route as an example. The sidewalk between the parking space and the front door has a distance of 30'. Then subtract To find the slope, divide the grade change of 1. So it works. To figure how much concrete to order for a slab on grade, you need to know some basic area and volume formulas. Most of us understand that length times the width times the thickness gives us the volume.
We may need a bit more help, though, when the things aren't rectangular or other complexities arise. Let's start with an example and work through how to utilize the geometry of common shapes.
Hopefully, the example above makes sense to you and simply illustrates a few useful concepts. If you need some help understanding the example, you may want to review the US Navy Basic Math and Algebra training class.
This course give lots of basic and more advanced information for understanding math. The areas and volumes of common geometric shapes probably don't need to be memorized.Click here to download competencies, equipment lists and performance tasks CEP. This exceptionally produced trainee guide features a highly illustrated design, technical hints and tips from industry experts, review questions and a whole lot more!
NCCER introduces a new applied math book that teaches the fundamentals of math in a way that is engaging, interesting and relevant. Chapter 1 Show Me the Money Mr. Whyte is the teacher and he seizes an opportunity for a math lesson.
In Chapter 1, he uses money to teach the students about decimals and factions as well as division. Chapter 2 It's All About Space The students meet with two potential homebuyers and teach them how to calculate the area of squares, rectangles, triangles and trapezoids.
Chapter 3 Where Do You Live? Whyte teaches the class how to calculate the average cost of a home per square foot using powers of ten. He also explains averages. Chapter 4 Cattle Country Mr. Whyte finds a homebuyer! His team works with a surveyor to learn about angles, direction and bearing, the rule for right triangles and Pythagorean Theorem, as well as more about surface area.
This time he uses payroll taxes to teach the relationship between decimals and percentages and how to perform calculations with percentages.
Chapter 7 Divide and Conquer The class learns how to divide the irregular shape of the foundation into common shapes so they can calculate its total volume. Chapter 8 Choosing Teams In this chapter, the rough carpentry team learns about linear measurements and how to read factional measurements.
They also learn how to calculate beard feet and perimeters and how to estimate materials for construction. Chapter 9 Gravity Can Work for You or Against You Plumbers use a lot of math, so the students learn about angles, volume, pressure, grades and slopes. They also get an introduction to trigonometry.Ohm's Law explained
Chapter 10 Shocking, Simply Shocking Things are really rolling now. The electrical team learns how to calculate the circumference of a circle, more uses for the Pythagorean Theorem and more about trigonometry. Chapter 12 Inside and Out The kids learn how to apply math skills to finish the interior and exterior of the house. The math in this chapter includes linear measure and surface area of flat and three-dimensional objects, converting between square feet and yards, pitch and span of roofs and calculating the materials needed for a job.
Chapter 13 The Bottom Line The job is almost done and the class learns a bit about running a financially sound business by calculating costs and determining profit. Chapter 14 Everyone Has an Angle This chapter wraps up trigonometry functions, including sine, casine, tangent, cotangent, secant and cosecant.
This textbook is also sold in the various packages listed below. Before purchasing one of these packages, speak with your professor about which one will help you be successful in your course. Package ISBN Product Type: Physical Product. Account Sign In.
Date: Dec 30, by Pearson.The carpentry math, used for most projects, can be narrowed down to some basic formulas and computations provided right here on this page. The formulas below can be used to square a wall or deck frame the Pythagorean Theoremcalculate the area of a circlecalculate the volume of a cylindercalculate the circumference of a circleand more. The Pythagorean theorem is used extensively in carpentry and construction.
Almost every carpentry project involves some combination of squares and triangles. The square of the hypotenuse of a right triangle is equal to the sum of the squares of the other two sides. The square of side A plus the square of side B equals the square of side C. The square of one side of a right triangle equals the square of the hypotenuse minus the square of the other side.
The length of the square of side A equals the square of side C minus the square of side B. If this sounds complicated, consider the rule of a right-triangle.
It is the best way to square two walls. Here's how it works - if one side of a right-triangle is three feet and the other side is four feet and the hypotenuse or long side of the triangle is five feet, then angle 'A' is 90 degrees see diagram at right. If you want to square something larger, you can use proportions of this same formula, such as The area of a triangle is equal to one-half the product of the base and height.
To calculate the area of a rectangle, simply multiply the length of side 1 by the length of side 2. To calculate area of a trapezoid, multiply its height by one-half the sum of the parallel sides. To calculate the area of a circle, multiply the circumference by one-half the radius. To calculate the circumference of a circle, multiply the diameter by 3. To calculate the volume of a cylinder, multiply the radius squared x 3.
If you know of any other formulas that you would like to see added to this carpentry math page, please contact-us. Leave Carpentry Math and visit the Carpentry Calculators page. Leave Carpentry Math and return Home.
Mathematics for Carpentry and the Construction Trades 3rd Edition. First Name optional. I am at least 16 years of age.