$($Folding paper$)$ How many times must a sheet of paper with thickness $t=0\mathrm{.}05mm$ be folded to

reach the Moon $($distance from Earth $d=384,400km)?$ Assume that this sheet is sufficiently

large.

$($a$)$ Write down an analytical formula using elementary mathematical functions. Show

all your steps$/$work$.$

$($b$)$

Evaluate the formula found in part $($a$)$ in MATLAB.

$($c$)$

Now solve the same problem without using the formula from part $($a$).$ Hint. Use a

while$-$loop.