Tutorial ExerciseSolve the following addition problems with the lattice algorithm.(a) 3,763 ten+ 2,452 ten(b)(c)Step 1(a)233 five+ 324 five667 eight+ 412 eight3,763 ten+ 2,452 tenTo solve the addition problem using the lattice algorithm, we first draw a uare below each place and then draw diagonal lines through each square that extend below the square.37 6+ 2 4 53 ten2 teniNext, find the partial sum for each place value.3ten + 2ten =6ten + 5ten=7ten + 4ten =3ten + 2ten =tentententen

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Answered: Tutorial Exercise Solve the following…

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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3. In the leason, we factored the following polynemial function by taking out the GCF and then the opposite of the GCF, Use the three functions to answer the questions that follow. Original function: P = -2 + 6ay - 12 Function with GCF factored out: Pa = 2a (- + 3ary - 6) Function with opposite of the GCF factored out: P -2 (a - 3ay +6) Evaluate the original and the two factored forms of the formula above when --1 and y= 2 without using a calculator a. Original Answer: b. 1st factored form: Answer: e. 2nd factored form: Answer: d. Which was easiest to use and why?
[1A] The given table below shows the 6 different places that you would like to visit on a particular day. The table below shows the estimated amount of time (in minutes) it takes you to travel (by any means of transportation) from one place to another. If you will visit each of these places exactly once, determine the shortest time possible it would take you to do using the Greedy Algorithm. Examples already provided in the photos below. Home Hospital Mall Esplanade Pet Shop Market Home --- 30 15 17 10 3 Hospital 30 --- 17 20 25 23 Mall 15 17 --- 2 25 18 Esplanade 17 20 2 --- 27 20 Pet Shop 10 25 25 27 --- 7 Market 3 23 18 20 7 ---
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13. a. Find the GCD of the following pairs of numbers using the Euclidean algorithm. (3360,4576) b. Find the LCM of the following pairs of the numbers. (144, 180)
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1ander Rominez Date Period Alexander ME FACTORIZATION FACTOR TREES Date: September Period 3- an 22, 2021 umber . Jack has 4 tiles and wants to find out how many different shapes he can make with them. d. Sketch all the arrangements that Jack could make with his 4 tiles. How many arrangements are there? 191a em eri uo aunt owoled eldst noileoilgitlum erlf ealU odmun mbes.esonelneaedmun pniwollot b. For each diagram that you drew in part (a), find the area (the "tiles") and the perimeter (the “toothpicks"). What do you notice?
Determine which characteristics of an algorithm the following procedures have and which they lack. procedure divide(n: positive integer) while n begin m := 1 /n n:=n - 1 end
When using Euclid's algorithm to find the GCD of 820 and 730, what are the first three remainders you find? {put one in each answerbox in order as found).
Carmen has learned an algorithm for subtraction. She uses it to find 54−18 as follows. 54+10=64 so 54+10=50+14 −(18+10)=−28 so −(18+10)=−(20+8) So her answer is 30+6=36. (a) What properties does Carmen's algorithm use? Is her method correct? (b) Now solve another subtraction problem, 73−36,with Carmen's algorithm. Use the traditional algorithm to check your work.
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Draw a “ten-structured picture” for 46 + 27, in which tens are represented as rods and ones are represented as small cubes, and show how a child could use the picture side by side with the common algorithm for adding 46 +27 to help make sense of the common algorithm. Briefly discuss how the child could use the picture to understand the regrouping process. Please answer very soon will give rating surely
How do you solve the addition problem using lattice algorithm?

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Tutorial Exercise Solve the following addition problems with the lattice algorithm. 3,763 ten + 2,452 ten (b) (c) 233 Five 324 five 667 eight Feight +412,