Question

T¹/³+t¹/²=12.Pleass solve for me​

Answer 1

t=64

Explanation:

L.C.M. of 2 and 3=6

`t^{(1)/(6) } =x\\squaring\\ t^{(1)/(3) } =x^(2) \\cubing\\t^{(1)/(2) } =x^(3) \\x^(2) +x^(3) =12\\when~ x=2\\2^2+2^3=4+8=12\\so~ x=2~ is~ one~ root.\\`

By synthetic division.

2| 1 1 0 -12

| 2 6 12

-------------------

1 3 6|0

x²+3x+6=0

disc.=b²-4ac=3²-4×1×6=9-24=-15<0

so roots are imaginary.

x=2

`t^{(1)/(6) } =2\\t=2^6=64`

if the statement is as given by Sadievigil then he or she is correct otherwise refer to my solution.

Answer 2

I think it’s 72/5 there’s the proof I hope im was helpful