PPT-Lesson 15: A Synthesis of Representations of Equivalent Ratio Collections

Exercise 1 3 Create a table to determine how many views the website probably had after the first hour of airing the newscast based on how many views it had on the second and third hour Using this relationship predict how many views the website will have after 45 and 6 hours. 6.1.9 . 1. Equivalent ratios. 2. Find 3 additional equivalent ratios for each problem. .  . Measurement conversions. 3. 3 yd = _____in. 12 ft = _____ yd. 9 ft = _____ in. 48 in = _____ ft. 2 yd = _____ in. Standard 4NF1. Say What?. Let’s try it with numbers instead of letters.. ½ is equivalent to (2 x 1) / (2 x 2). So, ½ is equivalent to 2/4.. The Goose/Gander Rule. With equivalent fractions, there is always one important rule that must be followed.. . Parts 1-4 – Data Extraction, Quality Assessment, Synthesising Across Studies, . Completing the Analysis. Shared Topic: . Adherence to Antiretroviral therapy (ART) for HIV in . Zambia. BACKGROUND: . Transition to motherhood, beginning during pregnancy and lasting several months after the birth of the baby, is developmental crisis with marked reorganization of the mental world. It includes forming mental representations of the baby and of self-as-a-mother, a process which is . Ratios and Rates. Objective:. Learn to find Equivalent Ratios and Rates. . Equivalent Ratios and Rates. You can find equivalent ratios and rates the same way as you find equivalent fractions- by multiplying or dividing both parts of the ratio or rate by the same number.. Objective: . Learn to write fractions in simplest form. . Take a white paper and fold it in half.. Shade half of the paper. . How many sides are in total? How much is shaded? What is the fraction? ______________. Beth Parry. Common sense. Stubbornness. Luck. Background:. FIL conference 2012. Mainly Yes. No - short loan/ref. . - microfilm. - video/DVD. . - electronic (licence). . - Special Collections . For. example:. In this . lesson, . you . will learn how to identify equivalent fractions. . by . using a number line.. Fractions. 0. 1. Thinking fractions with different numerators and denominators are not equivalent. When a problem states that variable X varies directly as variable Y, we know that the relationship implied is . . X = . kY. And that the first step in solving the problem is to find the value of the constant of proportionality k. . and their Compositionality. Presenter: Haotian Xu. Roadmap. Overview. The Skip-gram Model with Different . Objective Functions. Subsampling of Frequent Words. Learning Phrases. CNN for Text Classification. The ideal connection is shown in this illustration. EZCT/EZCT-2000 TURNS RATIO TEST. When the CT’s are mounted on the transformer primary windings, the user needs to install jumpers on the secondary windings to eliminate the Turns-Ratio reading errors. Discuss with your group.. Be prepared to share your answers. . The Hardest Part. The synthesis section is the hardest part of the exam. It is worth . 47. % . of the entire exam!. 17 % -- multiple choice. Exercise 1. Circle any equivalent ratios from the list below. . Ratio: 1:2 . Ratio: 5:10 . Ratio: 6:16 . Ratio: 12:32.  . Find the value of the following ratios, leaving your answer as a fraction, but re-write the fraction using the largest possible unit.. Strategies for organizationClimactic orderarranges the most important/persuasive evidence last since this is what is remembered Problem/solutionestablishes the problem in the introduction then offers