The total number of different outcomes of the toss are 256.
<u>Explanation:</u>
Given:
Coin is flipped 8 times.
Number of different outcomes, n = ?
A coin is flipped eight times where each flip comes up either
heads or tails.
Considering the order of the results from each toss does matter.
Each toss has two possibilities and the number of toss is 8.
Thus, the total outcome of the toss = 2⁸
n = 256
Therefore, total number of different outcomes of the toss are 256.
Since a plane is 180 degrees total, x=135
180-45=135
Answer:
32/9
Step-by-step explanation:
Translating the word problem into a symbolic equation yields:
3n - 3 = 5/6
Solve this for the number (n):
Multiplying both sides of this equation by 6 clears out the fraction term:
18n - 18 = 5
Adding 18 to both sides isolates 18n: 18n = 23
Then the number is n = 23/18, and:
one more than twice this number n is 2(23/18) + 1, or:
46/18 + 18/18, or 64/18, or (reducing this result)
32/9
Answer:
Step-by-step explanation:
9/10+5/6 =
27/30+25/30 =
52/30 = 1 22/30 =1 11/15
