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Sep 23, 2016 · This answer is not correct. First the equation is not set up correctly, and second if you were to check your answer, it doesn't make sense. 80/3 plus 10/3 equals 90/3. The question says they traveled 20 hrs and 90/3 is 30 hours, so therefore this answer is not correct.
Aug 28, 2015 · Explanation: Let b be the number of hours Brian travels. Annie travles 5 times the sum of Brian's hours and 2, or 5 (b+2). Together they travel 20 hours: 5 (b+2)+b=20. Use the distributive property: 5*b+5*2+b=20. 5b+10+b=20. Combine like terms: 6b+10=20. Subtract 10 from both sides: 6b+10-10=20-10. 6b=10. Divide both sides by 6: 6b/6=10/6.
Sep 5, 2019 · Find out how to solve the equation for the number of hours each person traveled in one day, given that Annie traveled 5 times Brian's travel time and 2 hours more than Brian. See the expert answer and related questions on Wyzant.
Aug 28, 2015 · Annie traveled 5 times the sum of the number of hours Brian traveled and 2. Together they traveled 20 hours. Find the numbers. Equation, 1. 5(y) + 2 = 20 2. 5y = 20 – 2 3. 5y = 18 4. Y = 18 / 5 5. Y = 3.6 6. 5y = 5(3.6) 7. Annie = 18 Hence, Annie traveled 18 hours while Brian traveled 3.6 hours.
SOLUTION: in 1 day, annie traveled 5 times the sum of the number of hours brian traveled and 2. together they traveled 20 hours. find the number of hours each person traveled. Ad: Over 600 Algebra Word Problems at edhelper.com. Word Problems: Travel and Distance. Solvers.
Math. Algebra questions and answers. In one day, Annie traveled 5 times the sum of the number of hours Brian traveled and 2 . Together they traveled 20 hours. Find the number of hours each person traveled. Question: In one day, Annie traveled 5 times the sum of the number of hours Brian traveled and 2 . Together they traveled 20 hours.
In one day, Annie traveled 5 times the sum of the number of hours Brian traveled and 2. Together they traveled 20 hours. Therefore, Brian traveled 8 hours and Annie traveled 16 hours.
