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How to find A,B,C?

How to find A,B,C? Topic: How to write a function equation
July 19, 2019 / By Breann
Question: A*4+B*2+C*3 =35 how to find A,B,C which could satisfy the above eqn ? will you go for complete trial & error method ? OR there is some way which could help you to find results easily ?
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Best Answers: How to find A,B,C?

Alesha Alesha | 4 days ago
That is one equation with three unknowns. You have an infinite number of solutions. You can write any of the three variables as a function of the other two. In the absence of further information relevant to this problem, that is the best you can do. So the best you can do is not trial and error. It is to, say, write C and a function of A and B and compute C after you select your favorite numbers for A and B.
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Alesha Originally Answered: Plz help me find a free site to were i can look threw birth mothers descrptions and find out matches?
In most cases you won't be able to get any information until you are over 18 - but here's some places to look around about searching - and to get your head around what lies ahead. First - add your details to the registries here - http://www.isrr.net/ http://registry.adoption.com/ (also look for local state and country registries – beware of those that ask for money) Check for searching information here - http://www.bastards.org/library/search.htm Check here for search help - and links to search angels - http://www.adoptioncrossroads.org/ And check here for any support - it's the best online forum for adoptees I've found - http://www.adultadoptees.org/ Finding other adoptees to talk to can be very very helpful - it's good to find others that have been through the same things. All the very best with your search.

Truman Truman
Let's find all possible solutions: 4A + 2B + 3C = 35. So 3C=35mod2 , C = 1 mod 2 put C = 2r + 1 into the eqn and get 2A + B = 16 - 3r, so B + r is even = 2s, and B = 2s - r. Plug that in to get A = 8 - r - s. Our general solution is then A = 8 - r - s B = 2s - r C = 2r + 1 Substitute anything you want for r, and s because 4(8-r-s) + 2(2s-r) + 3(2r+1) = 35 , is an identity. These are all the solutions both positive and negative integers A, B, C.
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Rex Rex
There are infinitely many solutions to this problem, unless ofcourse there is some restrictions on a, b and c example: if a = b = 1, then c would have to be cube root of 33. Edit: please do not delete this question it is a nice question and some good answer here, especially the guy who gave the integer solution form.
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Melville Melville
There are multiple solutions to this question. We would need more information to try to solve it in a particular context. However one possible set of solutions is (A,B,C) = (4,8,1). (Trial and error)
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Jolyon Jolyon
Do your own home work. What is this. Your 100th question asking about homework. Be UN selfish and help other people. Answer other peoples questions.
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Jolyon Originally Answered: Can someone help me find 3 words that Jesus said in his language(ARAMIC)& where can i find it on the bible.?
Actually, the gospel of Mark records words Jesus said in Aramaic and translates them into Greek. The writer seems to have been mostly concerned with debunking claims that Jesus was pronouncing magic spells, by showing that the words he used when performing miracles were ordinary ones. Mark 5:41 has the Aramaic "Talitha ***," ("Little girl, get up!") [Sorry, I see the auto-censor doesn't like one of those words. Look it up in your own Bible.] Mark 7:34 has "Ephphatha," ("Be opened," referring to a deaf man's ears.) Mark 14:36 (Jesus praying in Gethsemane) has him address God as "Abba," Aramaic for "Father." In Matthew 27:36, Jesus while being crucified cries, "Eli, Eli, lema sabachthani?" That's an Aramaic rendition of the first line of Psalm 22: "My God, my God, why have you forsaken me?" I may have missed some; these were the ones I could find quickly.

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