B.complex/imaginary roots
Answer: There are 863,040 possible ways
Step-by-step explanation: There are 32 members altogether in the club. So in order to elect a president from among all of them, if every one of them has a chance if being elected, there would be 32 possible chances for every single club member.
However, as long as one member has been elected as president, that leaves others with a 31 chance per person arrangement.
Therefore, all possible permutations of electing four officers from a club of 32 members can be expressed as
32! (Thirty two factorial) which can be simplified as
32 x 31 x 30 x 29 and that equals 863,040.
863,040 possible ways of electing four officers from a club of 32 members.
-3(8x + 4) + 1/2 (6x - 24)
-21x - 24
Answer:
b. the triangle is not a right triangle
Step-by-step explanation:
