SOLUTION: solve the given two equation and find the value of m and n
m+n^2=7 and m^2+n=11
Algebra.Com
Question 897834: solve the given two equation and find the value of m and n
m+n^2=7 and m^2+n=11
Answer by Fombitz(32388) (Show Source): You can put this solution on YOUR website!
This is the intersection of two parabolas.
There are four solutions but only one of them is an integer solution.
From eq. 1,
Substituting,
One integer solution:
Then,
.
.
.
RELATED QUESTIONS
If m + n = 3 and m^2 + n^2 = 6, find the exact value of m^3 +... (answered by richard1234)
Find the value of (m+n) where m and n are two different integers and... (answered by Gogonati)
Given 2^m × (1/8)^n = 128 and 4^m ÷ 2^(-4n) = 1/16, find the value of (m-n). (answered by greenestamps)
Given 2^m × (1/8)^n = 128 and 4^m ÷ 2^(-4n) = 1/6, find the value of (m-n). (answered by Edwin McCravy,MathTherapy)
if log 2 = m and log = n find the value of log 24 in terms of m and... (answered by josgarithmetic)
If 2 and 3 are two geometric means between m and n, find the values of m and... (answered by robertb)
Find the value of m and n in f(x)=mx + n if f(2)=7 and... (answered by josgarithmetic)
Given than m = 2 and n = 6 , calculate the value of 5m - 3n
(answered by Alan3354)
n^2+5 for n=3 and m=7... (answered by JBarnum)