@mathwithyosh: Evaluating limits at infinity when there is a radical in the given problem #apcalculus #calculus #apcalcab #mathteacher #limitsatinfinity
there a rule that when you are finding the limit of a rational function, you will just consider the quotient of the leading terms of the numberator square root of (2x²) over the leading term of the denominator 3x so it's gonna be x√2 over 3x. √2/3 will be left. it's limit is √2/3
2026-09-05 12:34:58
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Quinn :
i just saw this after the exam
2026-09-17 00:46:39
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𝓬𝓪𝓶𝓲𝓵𝓵𝓪 ☭🇮🇹🪷🌒 :
maths is so overhated istg
2026-10-28 13:55:24
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Nathallie Hughes :
Someone please: why are we multiplying by 1/x ➗ 1/x? To create a common denominator? Of what?
2026-09-24 06:49:38
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Elsa :
I am gonna cry
2026-10-14 12:46:35
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datu :
what if whole thing is under a radical
2026-09-05 05:12:01
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Mavi :
I understand you better than my Basic Calculus teacher 😂
2026-09-08 09:44:06
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humble servant :
I wish you taught me math in high school
2026-10-14 18:35:20
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notme_x224 :
why werent u my math teacher
2026-10-10 06:16:02
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Szepak14 :
For lim x-> neg infinity, should the numerator be sq root ( 2 - 1 /x)?
2026-09-05 06:23:23
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Norman the Goat :
cant we just conjugate
2026-10-11 13:03:26
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Cibak :
Thanks
2026-09-07 18:02:21
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Joseppi Joe :
im confused why you could put 1/x inside the radical tho? like isnt it basically (2x² + 1)½ • 1/x ? so wouldnt the x be underneath the radical as the denominator?
2026-10-04 10:29:55
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GenX67 :
Rad2/3
2026-09-05 02:51:23
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Oskar linc256 :
is this taught at A level??
2026-09-05 18:30:52
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🕸🕸 :
Why don’t we multiply by the conjugate to get rid of the radical?
2026-09-05 17:14:25
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Param :
😳😳😳
2026-09-21 04:14:37
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Radoslav Todorovic :
🥰🥰🥰🥰🥰🥰🥰🥰🥰
2026-10-24 08:25:32
0
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