3. Multiply the numerator of the first fraction by thenumerator of the second fraction. You’ll learn how to set up formulas to find a needed quantity and how to solve the formula, once it’s set up.When you complete this study unit, you'll be able to?1-Simplify, add, subtract, multiply, and divide fractions 2-Change fractions to decimals and decimals to fractions 3- Solve problems involving percent, ratios, and proportions 4-Measure using both English and metric units of length5-Calculate the areas and perimeters of commonly encountered shapes The word fraction means “broken.” A fraction represents partof a whole that’s been broken into equal-size pieces.Fractions crop up so often in our everyday dealings thatsometimes we use them without really thinking about them.Even small children use fractions.



Math for the Building Trades is a text-workbook designed to help individuals learn and apply the basic math skills commonly required in the construction industry. The numerator tells you how many ofthese equal parts are represented by the fraction. The fractions 2 ⁄ 9, 4 ⁄ 9, 5 ⁄ 9 and 7 ⁄ 9 are examples of likefractions, because they all have a denominator of 9.Fractions that have different denominators are called unlike fractions.

Therefore, thefraction 5⁄12 is equal to 10⁄24. Math for the Trades Carpenters must have a functional understanding of general math, fractions, decimals, measurement, measurement tools, area measure, and volume measure.

The denominator should bethe lowest common denominator, or LCD, which is the smallestnumber that can be divided (without a remainder) by allof the denominators.Find the lowest common denominator for threefractions 1⁄2, 1⁄4, and 3⁄8, and then convert them to equivalentfractions with that denominator.Find the lowest common denominator for the fractions 3⁄4, 2⁄5, and 1⁄10, and then convert them to equivalent fractions with that denominator.Example: If you worked 1⁄2 hour overtime on Monday and3⁄4 hour overtime on Tuesday, how many hours overtime didyou work in the two days together?Example: Suppose you have a 7⁄8-inch piece of rod thatyou’re going to use as a spacer. The United Brotherhood of Carpenters provides all of our Apprentices and Journeymen with FREE Math for the Trades instruction.
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0000013174 00000 n Therefore, we’ll have to change the fraction 1⁄16 tosixty-fourths. The dimension marked by the questionmark in the figure above is 11⁄16 inch.The answer 4 6⁄4 contains an improperfraction that can be reduced. Multiple Choice Identify the choice that best completes the statement or answers the question.

STUDY. How many machines can you fill?To solve this problem, you determine the number of times 2⁄5goes into 10.The answer is 25. Whatis the length of the pipe that remains?If you need to borrow when you’re subtracting fractions, be sure to change the borrowed wholenumber 1 into a fraction that has the proper denominator.

Write the divisor (7) as thedenominator of the fraction part. If the fractions are sixths, the borrowed 1will become 6⁄6, and so on.Is it necessary to change fractions in to like fractions for multiplication?We can multiply both like andunlike fractions without changing their denominators.Define the method of fractions multiplication in steps.1. 2 d. 4 ____ 3. 8043 5.


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