These 2 questions go hand in hand with each other 3x2 + 52 = 4 Step 2 to solve the equation would be: Select one: a. Multiply each side by 3 ((Incorrect)) b. Divide each side by 3 c. Take the multiplicative inverse of 4 d. Add 52 to each side The final answer using imaginary and complex numbers would be: Select one: a. x = 16i Incorrect b. x = 4i c. x = ±4i d. No solution
Is that 3 x 2 or 3x2?
3 multiplied by 2?
Wait a minute, is the 2 by any chance an exponent?
Oh yes! sorry the 2 is an exponent sorry
Yeah, I was confused there.
Okay, I think you're supposed to get the variable (x) isolated. So theoretically, you have to take 52, remove that and throw it on the other side to make a -52.
i know you subtract 52 on both sides but whats the next step i thought it was multiply 3 on each side
I'm pretty sure it's divide, since I remember something along the lines of "make exponent as small as possible."
oh okay and if you divide what do you get?
Divide -48 by 3.
its -16 i put +16 but thats wrong so itd be D no solution
And I think we've just solved your problem.
can you help me with this question.. An imaginary number: Select one: a. Is a real number Incorrect b. Is a real solution c. Is undefined d. None of the above
Sure.
thanks !
https://en.wikipedia.org/wiki/Imaginary_number Imaginary numbers are like, these guys.
so D?
Possibly.
`its -16 i put +16 but thats wrong so itd be D no solution ` be careful @LegendaryNikki just because there are no real solutions does not mean there are no solutions. An imaginary/complex solution is a solution
possibly?
I'm not entirely too sure.
yeah i used that defintion to answer it i got it wrong but can you help me with this one realll quick? 10x^2 = –90 i got -9 and it was wrong..
you forgot to take the square root of both sides
Are there other answers available?
a. ±3i b. 3 c. –3i
Isn't the square root of ten like 3 point something?
3.16
And now I am genuinely confused.
@Nnesha , would it be possible for you to help?
me too
jim_thompson5910 -->> `you forgot to take the square root of both sides` so ye...... take square root both sides to cancel out the square suppose if it was x^3 then we have to take cube root both sides to cancel out the 3
im still lost so its 3?
do you know about imaginary number ?? i = what ?
So 3i means 3-what?
ohh well i was expecting an answer from here but ye use the fact \[\rm i=\sqrt{-1}\]
her*
-3i
That's the answer?
here is an example \[\large\rm y^2 \rightarrow \sqrt{y^2} \rightarrow y^{2*\frac{ 1 }{ 2 }}\] we can convert radical to an exponent that's how when we take square root it cancels out the square \[\large\rm y^{\cancel{2}*\frac{ 1 }{ \cancel{2} }}= y\] another example \[\sqrt{y^2}= 4 \rightarrow y= \pm2\]
how did you get -3i ?
Thank you guys !!
im sorry i gotta do something else but thanks so much ill figure it out in a little !!
Wait, -3i is the answer?
\[\rm \sqrt{-9} ~can~be~written~as~\sqrt{-1}*\sqrt{9}\] use the fact i =sqrt{-1} i guess u can take it from hre
I have absolutely no idea what I"m doing with this particular problem, actually.
\[10x^2 = –90 \Rightarrow x^2=-9\Rightarrow x=\pm\sqrt{-9}\Rightarrow x=\pm3i\]
there we go.
And problem solved.
what about that other one were we got -16? i still dont understand that one
it\s done the same way i did the one above
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