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- Inbox (12) - chriv11@morgan.edi X = Divide. www-awu.aleks.com/alekscgi/x/Isl.exe/10_u-IgNsIkasNW8D8A9PVVROTV9e4L4jq9c-vwln2qVwkjkNo-P U McGrawHillCampus_ALEKS_MATH X (6u²+12u75-18u77)÷(2u5=4) Simplify your answer as much as possible. Explanation Type here to search O EXPONENTS AND POLYNOMIALS Dividing a polynomial by a monomial: Multivariate ALEKS - Christian Rivers - Learn Check X X HH M CPuglisi-Learn X + www-awu.aleks.com/alekscgi/x/isl.exe/"c_u-gNsikr7j8P3jH-IQialvdbyp4GtU74E Gmail M textbooks google classroom = CommonLit | My Ac..... EQUATIONS AND INEQUALITIES Choosing stories that can be represented by given one-step... Each equation below is followed by several stories. Select all of the stories that can be represented by the equation. If none of the stories can be represented, select "None of the above". (a) 4x = 28 Dan finished reading his book in x days. Each day, he read 4 pages. His book has 28 pages. Dan finished reading his book in 4 days. Each day, he read x pages. His book has 28 pages. ALEKS- A book is x pages long. Dan read 4 pages. He has 28 pages remaining. A book has two parts. One part is x pages long. The other part is 4 pages long. The book has 28 pages. None of the aboveuadratics Digital Es × C Clever | Portal * | + /1FAIpQLSdG2kfsl4aogfwgwZugtoMff7_MxMfsOVj6pCdiKtuZL2b55Q/formResponse student portal Journliam design h... Puzzle #1 answer choices Can you find the missing side length? A: B: C: X-3 x 1x+1 1: x+6 2: D: E: F: x+6x+2x-2 x2 + 5x - 6 X-2 G: H: I: x2 – 5x + 6 x+5x-6x+7 3: 4: x-1 x²- 7x+6 ©2020 Scaffolded Math and Science EIFA ①Keep trying! You can do it! Back Next X-3 1x2-x-6 Type the 4- letter code into the answer box. All CAPS, no spaces. 00000 Never submit passwords through Google Forms. This form was created inside of Coos Bay Public Schools. Report Abuse Clear for
- What is the solution for the system inequalities (graph)Find maximum point and minimum point for у 32х3 -3x? -12х +87 labor-hours for assembly and 2 labor-hours for finishing. The maximum labor hours available per day for assembly and finishing are 450 and 125, respectively. Write a system of linear inequalities that represents this situation. Use the following variables: Use for labor-hours spent working on tables and Use y for labor-hours spent working on chairs. Assembly: Finishing: Question Help: Message instructor Submit Josti
- A college student works in both the school cafeteria and library. She works no more than 12 hours per week at the cafeteria, and no more than 16 hours per week at the library. She must work at least 20 hours each week. Write a system of inequalities that describes all the given conditions. Write a system of inequalities letting x = number of hours worked at the cafeteria per week and y = number of hours worked at the library per week. _x+y², x≤, y≤www.awu.aleks.com/a ekscgixs exe/1o_u IcNsIkasNWBDSAOPVVtevEPMMB21WHIHICC425110 Badenyes de 226 Linear Equations and Inequalities Finding the total cost including tax or markup Explanation A laptop has a listed price of $531.95 before tax. If the sales tax rate is 7.5%, find the total cost of the laptop with sales tax included. Round your answer to the nearest cent, as necessary. Check 31 X 000001/5 S Najaulique V Feb 2 Español 12:12 2 9 8 M Ⓒ2024 McGraw Hill LLC. All Rights Reserved. Terms of Use Privacy Center AccessibilWhich system of linear inequalities has the solution set shown in the graph?
- Consider the triangular region in the plane given by the triangle (1, 6), (6, -1), and (1, -4). Sketch the region, and write a system of inequalities to describe the region bounded by the triangle.T. idu Then, draw its graph and determine the value for the Inequality: x2 + 2x > 8 OVertex : (-1, - 9); x – intercepts : (2, 0) and (-4,0); Inequality Value : (-0, - 4) U (2, ) OVertex : (-1, - 9); x – intercepts : (2, 0) and (-4,0); Inequality Value : (-4, 2) intercepts : (-2, 0) and OVerter : (-1, – 11); (4,0); Inequality Value : (-o, – 2) U (4, ) intercepts : (-2, 0) and OVertex : (-1, – 9); (4,0); Inequality Value : (-o, - 2) U (4, )How to find the max and minimum value by finding its vertex