Question

@ranga

Answer 1

\[x=\frac{ \log50 }{ \log2 }\]

Answer 2

Are you asked just to find x?
If so you can use your calculator or Google calculator to find log50 and divide it by log2.

Answer 3

It is \[2^{x}=50\]

Answer 4

thats the equation

Answer 5

It is true/ 2^x = 50. But what was the question to begin with?

Answer 6

thats one 2^x=50

Answer 7

Could you reproduce the whole question here please?

Answer 8

\[2^{x}=50\]

Answer 9

thats the question right there

Answer 10

2^x = 50, Solve for x?

Answer 11

yeah

Answer 12

If it is solve for x, then what you had at the beginning is the answer.

x= log(50) / log(2). That is it.

But if you want to give decimal answer then you can use the calculator to find log50/log2 and it comes to 5.6439.

Both are acceptable. But I will leave it at x= log(50) / log(2) unless otherwise specified.

Answer 13

is there a way of devide without useing a calc?

Answer 14

Logarithms are something you look up in a table.
But if the number is a power of 10 then you don't need the table.
For example, log10 = 1, log100 = 2, log1000 = 3, log10000 = 4
or log0.1 = -1, log0.01 = -2, log0.001 = -3, etc.

But log50 = 1.699, log2 = 0.3010, etc. and so you will need a logarithm table or a calculator.

Answer 15

ohh ok

Answer 16

But here x= log(50) / log(2) will be an acceptable answer unless the problem specifically asks you to give the answer in decimals up to so many decimal places.

Answer 17

Thanks again

Answer 18

You are welcome.

Answer 19

Ranga is that your pet goat or something? sorry u had to ask XD

Answer 20

It is two dogs.

Answer 21

i had to ask*

Answer 22

when i try view your picture its small and from perspective look like goat to me XD

Answer 23

When I created an account here I used my Facebook account and it automatically pulled the picture from there and compressed it. I might change it someday to a bigger picture.