Please show order of operations in the following equation. Also, what is the final answer? Thank you:
ln{[(5280×(236674+30303× sqrt(61)))³ +744]² - 393768} ÷ sqrt(1708) =?
ln{[(5280×(236674+30303× sqrt(61)))³ +744]² - 393768} ÷ sqrt(1708) =?
ln{[(5280 x(236674+30303 x 7.810...))^3+744]^2-393768} / 41.32795... =
ln{[(5280 x (236674 + 236,673.995...))^3 +744]^2-393768} / 41.32795...=
ln{[(5280 x (473,347.995....)^3 + 744]^2 - 393768} / 41.32795 =
ln{[(2,499,277,418.505)^3 + 744]^2 - 393768} / 41.32795...=
ln{[15,611,455,512,523,783,919,812,598,068.719 + 744]^2 - 393768} / 41.32795....=
ln{[15,611,455,512,523,783,919,812,598,812.719]^2 -393768} /41.32795 =
ln{[243 717 543 219 509 240 868 385 073 078 387 627 457 317 726 561 954 328 436.172961]-393768} / 41.32795.....=
ln{243 717 543 219 509 240 868 385 073 078 387 627 457 317 726 561 954 328 436.172961} / 41.32795....=
129.8356049666 6784708192 4400512611....../ 41.32795 =
=3.141592653589793238462643383279502884197169399375105820974944592307816406286208..........!!!!!!!!!!
The answer is Pi accurate to 78 decimal places!!!!!!!!!!!!!!!!!!.
Note: I carried all computations to 100 decimal places where necessary!!.
