Question

for the equation 6x^4-28+16 which form of factoring would you use ?

Answer 1

the question is not correct bcoz \[6x^4-28+16\] is not a correct question
i think there will be\[6x^4-28x+16\] otherwise we can factories

Answer 2

youre right sorry for the typo

Answer 3

where do i go from there?

Answer 4

all you can really do with that is take out the common factor of 2

Answer 5

then can you solv it???
junkiejim

Answer 6

i think i am supposed to get two numbers that when multiplied together get 16 but when added get 28.......but that isnt possible so this is where i am stuck!

Answer 7

if it was \[6x^4-28x^2+16\] then you could do something more worthwhile than just have it turn into \[2(3x^4-14x+8)\]

Answer 8

i tried all possibilities but i failed to get the ans
sorry but i also tried the junkiejim steps!!!!!!!!!!

Answer 9

thanks for your help!! online math classesare a pain :[

Answer 10

yessss

Answer 11

you sure the question was typed out right?

Answer 12

i didnt at first but it is 6x^4 + 28x + 16

Answer 13

not 28x^2?

Answer 14

nope

Answer 15

i solve this problem few years ago but i forget the method

Answer 16

not gonna lie, it get's pretty tough and you might end up with some non-real numbers

Answer 17

i don't tell lie i never tell lie in this case its not tough i will solve this problem 2moro i'm 100 percent sure

Answer 18

I'm curious as to how you'll solve it, all i can seem to do is make it uglier.

Answer 19

yes i do it
let x=-059899 then the equation will be zero
\[6x^4+3.59934x^3-3.59934x^3+2.15273x^2-2.15273x^2+1.15273x+25.8473x+16\]
\[6x^3(x+.59899)-3.5934x^2(x+.59899)+2.15273x(x+.59899)+26.71053(x+.59899\]
\[(x+.59899)(6x^3-3.59394x^2+2.15273x+26.71053)\

then any one can solve this baby type of problem got it junkiejim