Sarah.N New member Joined Nov 14, 2020 Messages 12 Nov 14, 2020 #1 Hi. Is there anybody who can help me solve this question? " if xy=-1 , x+y =2 , then 15x^2+ 9y^2= ? ( |x|>|y| )"
Hi. Is there anybody who can help me solve this question? " if xy=-1 , x+y =2 , then 15x^2+ 9y^2= ? ( |x|>|y| )"
D Deleted member 4993 Guest Nov 14, 2020 #2 Sarah.N said: Hi. Is there anybody who can help me solve this question? " if xy=-1 , x+y =2 , then 15x^2+ 9y^2= ? ( |x|>|y| )" Click to expand... If I were to solve this problem: I would first solve for x & y, from: x * y = -1...................andx + y = 2 ...................using substitution method. Please show us what you have tried and exactly where you are stuck. Please follow the rules of posting in this forum, as enunciated at: READ BEFORE POSTING Please share your work/thoughts about this problem.
Sarah.N said: Hi. Is there anybody who can help me solve this question? " if xy=-1 , x+y =2 , then 15x^2+ 9y^2= ? ( |x|>|y| )" Click to expand... If I were to solve this problem: I would first solve for x & y, from: x * y = -1...................andx + y = 2 ...................using substitution method. Please show us what you have tried and exactly where you are stuck. Please follow the rules of posting in this forum, as enunciated at: READ BEFORE POSTING Please share your work/thoughts about this problem.
Sarah.N New member Joined Nov 14, 2020 Messages 12 Nov 14, 2020 #3 Thanks but I finally solved it. This is how I solved it:
D Deleted member 4993 Guest Nov 14, 2020 #4 Sarah.N said: Thanks but I finally solved it. This is how I solved it: View attachment 23139 Click to expand... Nice work - very clever...
Sarah.N said: Thanks but I finally solved it. This is how I solved it: View attachment 23139 Click to expand... Nice work - very clever...