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And your expressions are so funny, SUPER COOL!
Thank you
1/3 is evident solution, so we can fctorize: x^3 + x^2 -4/9 = (x - 1/3).(x^2 +(4/3).x +(4/9)) = (x -1/3). (x + 2/3)^2.So the given equation has two solutions: 1/3 (simple solution) and -2/3 (double solution).
🤝🤝
Wonderful
Thanks
Love you too darling . Thank you for teaching us a smart and easy way of solving math problems
U are welcome
(0.3/0.9)^3+(0.3/0.9)^2=0.148/0.999=4/27 (-0.6/0.9)^3+(-0.6/0.9)^2=0.148/0.999=4/27 x=0.3 recurring or 1/3 x=-0.6 recurring or -2/3
👏👏👏
Look at the original equation!!Its clear 1/3 is a root. Then use synthetic division. Simple,with very little angst. Simple is always better!!
given x^2*(x+1) = 4/27 = (2/3)^2 * (1/3) = (2/3)^2 * (1-(2/3)) => (3*x+2)|g(x), where g(x)=x^2 * (x+1) - 4/27 (=0).dividing g(x) / (3*x+2) = (1/27) * (9x + 3 *x - 2) => g(x)=(1/27)*(3*x + 2) * (3*x + 2) * (3*x - 1)=0 => x={ -(2/3), - (2/3), (1/3) }
your methods are very Smart ❤
Thanks so much
x = 1/3 by inspection but there are also a couple of other roots.
Nice guess
Muito inteligente,mae, fantastica didatica!Guine-Bissau.Traduzir em ingles.@@JJONLINEMATHSCLASSchannel
Después de la factorizacion
Sorry you can solve with more easily you can separate 4 from 1 and 3.....
Ok. Please drop the method. Thanks
Favor .iras debajo falta un parentesis
Quise decir que falta un paréntesis después de la factorizacion del primer polinomio
You are a super smart girl💖😘😘🥇
I solved this equation in 3 minutes
Re
I like your smile.
And your expressions are so funny, SUPER COOL!
Thank you
1/3 is evident solution, so we can fctorize:
x^3 + x^2 -4/9 = (x - 1/3).(x^2 +(4/3).x +(4/9))
= (x -1/3). (x + 2/3)^2.
So the given equation has two solutions:
1/3 (simple solution) and -2/3 (double solution).
🤝🤝
Wonderful
Thanks
Love you too darling . Thank you for teaching us a smart and easy way of solving math problems
U are welcome
(0.3/0.9)^3+(0.3/0.9)^2=0.148/0.999=4/27 (-0.6/0.9)^3+(-0.6/0.9)^2=0.148/0.999=4/27 x=0.3 recurring or 1/3 x=-0.6 recurring or -2/3
👏👏👏
Look at the original equation!!Its clear 1/3 is a root. Then use synthetic division. Simple,with very little angst. Simple is always better!!
given x^2*(x+1) = 4/27 = (2/3)^2 * (1/3) = (2/3)^2 * (1-(2/3)) => (3*x+2)|g(x), where g(x)=x^2 * (x+1) - 4/27 (=0).
dividing g(x) / (3*x+2) = (1/27) * (9x + 3 *x - 2) => g(x)=(1/27)*(3*x + 2) * (3*x + 2) * (3*x - 1)=0 => x={ -(2/3), - (2/3), (1/3) }
🤝🤝
your methods are very Smart ❤
Thanks so much
x = 1/3 by inspection but there are also a couple of other roots.
Nice guess
Muito inteligente,mae, fantastica didatica!Guine-Bissau.
Traduzir em ingles.@@JJONLINEMATHSCLASSchannel
Después de la factorizacion
Sorry you can solve with more easily you can separate 4 from 1 and 3.....
Ok. Please drop the method. Thanks
Favor .iras debajo falta un parentesis
Quise decir que falta un paréntesis después de la factorizacion del primer polinomio
You are a super smart girl💖😘😘🥇
Thank you
I solved this equation in 3 minutes
🤝🤝
Re
I like your smile.
Thanks