Vip Dj masters

Edna must fly home to city A from a business meeting in city B. One flight option flies directly to city A from B, a distance of about 463.1 miles. A second flight option flies first to city C and then connects to A. The bearing from B to C is N29.1degreesE, and the bearing from B to A is N68degreesE . The bearing from A to B is S68degreesW, and the bearing from A to C is N76.8degreesW. How many more frequent flyer miles will Edna receive if she takes the connecting flight rather than the direct flight? (1 mile = 1 frequent flyer mile.)

Edna will receiev ____ more frequent flyer miles.

A triangle has sides a, b, and c with opposite angles A, B, and C, respectively.

C=44, c=8, and a = 10.

Solve the triangle using the information given above.

Using the SMALLER possible value of A, the answers are

A = ______

Note: Do not round until the final answer, then round to two decimal places.

B=_________

Note: Round your answer to two decimal places.

b = ________

Note: Round your answer to two decimal places. If you use or to find , make sure to use the values rounded to at least four decimal places in your calculations instead of using your previous answers rounded to two decimal places.

Using the LARGER possible value of A, the answers are

A = _______

Note: Do not round until the final answer, then round to two decimal places.

B=_______

Note: Round your answer to two decimal places.

b = ____

Note: Round your answer to two decimal places. If you use or to find , make sure to use the values rounded to at least four decimal places in your calculations instead of using your previous answers rounded to two decimal places.

log3(45)-log3(5)

i know it's easy but i just can't get it.

1/4(log3(x)-log3(y))+7log(3)(x+5)

=log3(____________) ?

ln((x^(12)sqrt(x^(2)+4))/((x+9)^7))

I get this when i click on the link...The URL you requested could not be found.

N=4

8i and -7i are the zeros.

f(-1)=3250

The expanded and simplified polynomial is f(x)= ?

find the distance between these two points:

(6sqrt(3), -sqrt(5)) and (2sqrt(3), -4sqrt(5))