Asked by jason
                Briana's second test score was 8 points higher than her first score.  Her third score was 88.  She had a B average (between 80 and 89 inclusive) for three tests.  What can you conclude about her first test score?
            
            
        Answers
                    Answered by
            KokkoDeRas
            
    i set the equation end give you the solutions but you try to get there
x=first test, y=second test z= three test
i)second test score was 8 points higher than her first score => y=x+8
ii)Her third score was 88=> z=88
iii)B average (between 80=> B=(x+y+z)/3<80
iiii)B average...and 89 inclusive)=> B=(x+y+z)/3>89
advice: replace i and ii in disequations iii and iiii
solution x>72 x<85,50
    
x=first test, y=second test z= three test
i)second test score was 8 points higher than her first score => y=x+8
ii)Her third score was 88=> z=88
iii)B average (between 80=> B=(x+y+z)/3<80
iiii)B average...and 89 inclusive)=> B=(x+y+z)/3>89
advice: replace i and ii in disequations iii and iiii
solution x>72 x<85,50
                    Answered by
            KokkoDeRas
            
    sorry.....errata corrige:
iii)B average (between 80=> B=(x+y+z)/3>80
iiii)B average...and 89 inclusive)=> B=(x+y+z)/3<89
    
iii)B average (between 80=> B=(x+y+z)/3>80
iiii)B average...and 89 inclusive)=> B=(x+y+z)/3<89
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