Question

what does x equal, when 0=2e^(x/2)?

Answer 1

so, this is what you need to solve? \[0=2e^{\frac{x}{2}}\]

Answer 2

is this correct?

Answer 3

yes

Answer 4

without graphing calculator :)

Answer 5

well, begin by dividing both sides by 2 to get \[0=e^{\frac{x}{2}}\]

Answer 6

hint: can anything positive ever by 0?

Answer 7

mhm I got that

Answer 8

? @freckles huh?

Answer 9

@Rizags what is next?

Answer 10

i got to ln0 = x/2

Answer 11

which is impossible

Answer 12

there are no solutions in the reals

Answer 13

e^(raise to any power) is positive

Answer 14

but I don't get what ln0 means and i typed it into the calculator, which said Error

Answer 15

a positive number cannot be zero

Answer 16

oh what...

Answer 17

right, because the answer is imaginary

Answer 18

but my calculus question needs the bounds to be calculated

Answer 19

what is the question exactly?

Answer 20

no solutions exist for x actually, not even imaginary ones

Answer 21

That is the question

Answer 22

bounds are given