Math, asked by chakulipragati, 6 months ago

find the value of -33-(-48) + 43​

Answers

Answered by Liba14
1

Answer:

-33+48+43=58

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Answered by Dipikapatil
0

Answer:

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,0 = 1^2–1

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,0 = 1^2–15 = 2^2+1

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,0 = 1^2–15 = 2^2+18= 3^2–1

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,0 = 1^2–15 = 2^2+18= 3^2–117 = 4^2+1

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,0 = 1^2–15 = 2^2+18= 3^2–117 = 4^2+124 = 5^2–1

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,0 = 1^2–15 = 2^2+18= 3^2–117 = 4^2+124 = 5^2–137 = 6^2+1

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,0 = 1^2–15 = 2^2+18= 3^2–117 = 4^2+124 = 5^2–137 = 6^2+1x = 7^2–1

The thing with patterns is that you just need to keep looking at it for 5–10 minutes with suspicion like it has committed a crime and it’ll speak out the answer to you itself :P sorry for my poor sense of humour though,In this case however, I feel the first number 1 is unnecessary so starting from 0,0 = 1^2–15 = 2^2+18= 3^2–117 = 4^2+124 = 5^2–137 = 6^2+1x = 7^2–1So we get the next number x = 48

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