A video game has been developed whereby the player must earn a certain number of experience points before progressing to the next level. On level 1, a player must earn 2 experience points. On level 2, a player must earn 4 experience points. On level 3, a player must earn 7 experience points. On level 4, a player must earn 11 experience points. Which recursive equation represents the pattern? an = an – 1 + n an = an – 1 – n an = an – 1 + 2n an = an – 1 – 2n I just need the answer please.
i already answered this for you this site is for learning, not just answers
Is it A?
It's 2:45am I can't learn at this timeeeeee
Ahhh I can answer this.
answer it ^^
Sorry, I'd like to help, but I'm not allowed to give you the answer.
Then just take it step by step without any interruptions?
I already did this problem for you last time, i'm confused what the confusion is o.0
Your process confused me
The answer is A. You can see by taking the difference between the experience required between two levels is n. For example exp needed for level 4 - exp needed for level 3 = 11 - 7 = 4.
THANK YOU.
Do you understand?
No
Well kinda, but not enough to do it for a different problem...........
Ya I understood it.
Successive differences are 2, 3, 4. For example, when n = 2, a(2) = a(1) + 2. So that's why ur answer would be A.
A video game has been developed whereby the player must earn a certain number of experience points before progressing to the next level. On level 1, a player must earn 1 experience point. On level 2, a player must earn 4 experience points. On level 3, a player must earn 8 experience points. On level 4, a player must earn 13 experience points. Which recursive equation represents the pattern? an = an – 1 + n an = an – 1 + (n + 1) an = an – 1 + 2n an = an – 1 + (2n + 1) If it were like this how would you do it?
I answered with C and got it wrong.
Successive differences are 3, 4, and 5 \[a_{n-1} \]is the amount of experience you need to earn from the last level you were on so if you're on level 2\[a_2 = 4,\] and \[a_{2-1} = 1\]
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