Question

@ganeshie8

Answer 1

The formula\[P=P_{0} \left(\begin{matrix}1 \\ 2\end{matrix}\right)^{h/4795}\] is the atmospheric pressure, P, in mm of mercury at elevation “h” meters above sea level. If P0 is 760 mm, at what elevation is the pressure 42 mm?

Answer 2

@ganeshie8

Answer 3

@factor @IMStuck

Answer 4

oops sorry
given the value of p0 and P
find h from the equation

Answer 5

how do i do that

Answer 6

first of all take logarithm on both side of the equation...
put the values of p and p0
then find h

Answer 7

got it??

Answer 8

No

Answer 9

i kinda just want the answer

Answer 10

\[\log_{10}P =(h \div4795) \log_{10}(1/2) \]

Answer 11

is that the answer

Answer 12

now find h from above given equation .......................

Answer 13

put values of P and P0 in it and find H

Answer 14

P=42 and P0=760

Answer 15

now help yourself ... to find h

Answer 16

so how would you put it together to find H like idk if i divide or multiply something

Answer 17

@jk24 is rite I mean we r not supposed to give u the answer only CLUES

Answer 18

what is th =is then log10P=(h÷4795)log10(1/2)

Answer 19

@iGreen