Question

another where did i go wrong:

Answer 1

Before posting and solving the question you went wrong??

This is strange..

Answer 2

*go

Answer 3

he went wrong while thinking how to solve it @waterineyes :P

Answer 4

ahh glad to see the old gang together again

Answer 5

look now you draw a huge crowd lol

Answer 6

@waterineyes excuse me?

Answer 7

theres no pressure tho be cool

Answer 8

\[10^{2} \times 10^{\frac{ 1 }{ 2}} \times 10^{\frac{ -1 }{ 3 }} \times10^{-6} \times 10^{x}\times10^{\frac{ -1 }{ 2}x}\]

Answer 9

people please, i am not providing entertainment just looking for answers

Answer 10

Try it once..

Answer 11

yes i'll

Answer 12

wait angela

Answer 13

there was a ?=question mark at the end if u didn't notice @waterineyes

Answer 14

oh okay

Answer 15

I thought so..

Answer 16

10^2 x 10^1/2 x10^-1/3 x10^-6 = \[\frac{ 10^{\frac{ 5 }{ 2 }} }{ 10^{\frac{ -19 }{ 3 }} }\]
10^x X 10^-1/2x =\[\frac{ 10^{x} }{ 10^{\frac{ 1 }{ 2}x} }\]

Answer 17

good so farr?

Answer 18

See it will be easier if you add all the powers first...

Answer 19

oh okay

Answer 20

\[\large x^a \times x^b \times x^c \times x^d \times x^e \implies x^{a + b+c+d+e}\]

Answer 21

No need to write the base just add all the powers first...

Answer 22

2+1/1-1/3-6= \[\frac{ 6+3-2-6 }{ 6 } = \frac{ 1 }{ 6}\]

Answer 23

wait

Answer 24

\[2 + \frac{1}{2} - \frac{1}{3} - 6 = ??\]

Answer 25

Take your time..

Answer 26

common denominator: 6
\[\frac{ 6+3-2-6 }{ 6}\]

Answer 27

isn't it?

Answer 28

Check for last part that is 6..

Answer 29

ah

Answer 30

-36

Answer 31

make the common denominator for 6 also..

Answer 32

Yep.. -36

Answer 33

Now solve it..

Answer 34

9-38/6= 29/6

Answer 35

-29

Answer 36

Yep...

Answer 37

Now:

\[x - \frac{1}{2}x = ??\]

Answer 38

1/2x

Answer 39

So what do you get now ??

Answer 40

Write it in powers of 10 ..

Answer 41

10^-29/6+1/2x

Answer 42

but thats wrong..

Answer 43

my book says 10^-23/6+3/2x

Answer 44

More clearly:
\[\large 10^{{\frac{1}{2}}x + \frac{29}{6}}\]

Answer 45

Then we have to check it again..

Answer 46

unless the book is wrong..

Answer 47

x - 1/2x = 1/2 x

It can't be 3/2x unless x + 1/2x is there..

Answer 48

wait i didn't see the last power right its 10^1/2x

Answer 49

so the 3/2x is accounted for

Answer 50

Sorry I did mistake of minus here:

\[\large 10^{{\frac{1}{2}}x - \frac{29}{6}}\]

Answer 51

In that case it has become now:

\[\large 10^{{\frac{3}{2}}x - \frac{29}{6}}\]

Answer 52

but the fraction is still -23/6

Answer 53

We have calculated it right..

May be misprint in book..

Answer 54

Let me check the powers by which we will get -23/6..

Answer 55

i guess book misprint :) thank you

Answer 56

Is your question right ??

Answer 57

yes, i corrected the last power

Answer 58

No no except that..

Answer 59

everything else is right

Answer 60

If you multiply one 10 with your question then you will get -23/6

Answer 61

-29/6 + 1 = -23/6

Ha ha ha

Nevermind..

Book misprint..

Answer 62

yep