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irina [24]
3 years ago
8

14. Tossing a coin four times in a row and getting HTHT, in that order

Mathematics
1 answer:
noname [10]3 years ago
6 0

Answer:

Heads, Tails, Heads, Tails

Step-by-step explanation:

So Bob and Larry both wanted a cookie, but the problem was the there was only one cookie

So they decided to settle this like the grown men that they are, and toss a coin three times to see who would get the cookie. Bob called heads, and Larry called tails. They had Bobs older brother Timmy flip the coin to make it fair. Timmy flipped the coin, it landed on heads. Bob scream "LETS GOOO!!" Larry was upset. But when Timmy flipped it a second time, it landed on tails. Larry's heart filled with joy as he thought of that delicious, chocolate chip cookie from Abbey. The final flip... Both Bob and Larry knew that the next one that it landed on would win that cookie... Timmy flipped it one last time.. and it landed on heads. Bob smiled cheek to cheek, and was about to get up to get the cookie. Larry's eyes started to water up. He really wanted that cookie, and to watch his best friend talk the love of his life made him sad. Bob saw this, and asked Timmy to flip the coin one more time. Both Timmy and Larry looked at him with confusion. But, Timmy did as he asked, and then it landed on tails. It was a tie. Bob wen to get the cookie, split it in half, and gave it to Larry. Both of them, happily eatting the cookie walked off into the sunset, to continue both of their journeys.

THE END

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Let point A(x,y) be the point on the x-axis. All points that lie on the x-axis have y-coordinate equal to 0, then A(x,y).

Find the distance from point A to point (12,-5):

d=\sqrt{(x-12)^2+(0-(-5))^2}=\sqrt{(x-12)^2+25}.

This distance is equal to 13, then

\sqrt{(x-12)^2+25}=13,\\ \\(x-12)^2=169-25,\\ \\(x-12)^2=144,\\ \\x-12=12 \text{ or } x-12=-12,\\ \\ x=24 \text{ or }x=0.

You get two ponts (0,0) and (24,0).

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