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lemonnz

lemonnz

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1(54)^98^0^23 - 1 = ?

@ey88
 
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53
 
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0
 
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0
 
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0
 
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-1
 
  • JFL
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I don’t know I’m dumb
 
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Bruh how

54^98^0^23
54^(98 x 0 x 23)
54^(0)

(1 x 54^0) - 1
(1x1) - 1
1-1
=0

Does it not?
no 54^98^0 is 54^1
 
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Screenshot 20240916 235432 Chrome
 
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Bruh how

54^98^0^23
54^(98 x 0 x 23)
54^(0)

(1 x 54^0) - 1
(1x1) - 1
1-1
=0

Does it not?
1(54)^98^(0^23)
1(54)^(98^0)
1(54)^1
1(54)

Any number to the degree of 0 is 1
 
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I don't wanna im lazy
 
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-1 aura
 
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Ok I did it and got 53
 
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1(54)^98^(0^23)
1(54)^(98^0)
1(54)^1
1(54)

Any number to the degree of 0 is 1
Ik

But you do all 3 at once
IMG 1255


Did I set it up right? I’m not used to that format tbh
 
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Mirin making org do ur homework
 
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Fuck you’re right 😭

I think it’s time to switch majors bruh
 
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Ik

But you do all 3 at once
View attachment 3227500

Did I set it up right? I’m not used to that format tbh
By adding parentheses you end up changing it, you have to multiply the exponents from right to left, so 4^2^3 = 4^8 = 65536, but (4^2)^3 = 16^3 = 4096

Sorry I took so long I was trying to find what exponents could work as an example
 
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I’m not used to using ^ to be fair lol
 
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Fuck you’re right 😭

I think it’s time to switch majors bruh
You’re probably good these are simple mistakes, you should probably buy some big math textbook that you can look back on and review
 
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there are brackets aroun the 54, you made 54 to the power of 0, not 1
I made …^98^0 into …^1, the same exponent rules apply to exponents themselves, to all numbers
 
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You’re probably good these are simple mistakes, you should probably buy some big math textbook that you can look back on and review
I’m literally in university calculus right now for engineering JFL

To be fair it’s 12 and I’m tired because I was at school for like 9 hours today
 
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I’m literally in university calculus right now for engineering JFL

To be fair it’s 12 and I’m tired because I was at school for like 9 hours today
Broken tip idk if you know but scroll through the used textbooks and you can buy 200$ textbooks for like 30$ in good condition in Amazon
 
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I made …^98^0 into …^1, the same exponent rules apply to exponents themselves, to all numbers
its over for mathcels
 
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Broken tip idk if you know but scroll through the used textbooks and you can buy 200$ textbooks for like 30$ in good condition
I already have a textbook it was 80 bucks new but it’s for calc 1 and 2
 
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Ok I’m going to bed

Let’s just forget about this and tomorrow you can give me more questions

I will get them all right tomorrow
 
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