@the.math.lab7:

The Math Lab 🧠
The Math Lab 🧠
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Region: US
Saturday 13 June 2026 10:32:11 GMT
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mbotelamoses
mbotela :
😳😳😳where do you apply this in life
2026-07-03 19:40:01
83
olaaguns
Ħ :
Gather here if you still don’t understand anything 😫😫😫😫
2026-07-04 20:14:01
2
3va160
𝓔𝓿𝓪ꨄ :
where does the log go
2026-06-23 00:42:27
83
divablisspure
divablisspure ❣️ :
i need to go back to maths class 😏
2026-07-03 23:22:54
10
adhilrambridge
Adhil Rambridge :
omg this tutorial makes it so simple
2026-07-03 18:01:25
21
pipwise1
pipwise💰💰💵📊📈📉 :
Our teachers stress this topic too much that from the beginning you understand and get confused in the middle😂😂😂
2026-07-04 05:31:58
14
rxxy4n_
𝒮. ؟ :
better than my teacher
2026-07-03 19:02:52
8
christopheronyeka1
ChrisKachi || Brand Designer :
Replace that arrow with these steps. Let x = log3(x-5). Then 5x = 15 and then x = 15/5. X = 3…….
2026-07-04 17:59:10
5
preciousstacyhenry
precioushenry1215 :
i have questions pls guys how did we get 27
2026-06-16 20:04:57
29
agustn.montero66
Agustín Montero :
log,3,(x-5)⁵=15 (x-5)⁵=3¹⁵ (x-5)⁵=(3³)⁵ x-5=3³ x-5=27 x=32
2026-06-23 09:54:34
18
danielamos835
DININE_03 :
Mmmh where log sign gone
2026-06-26 12:04:47
3
htmvlog96
[email protected] :
Solution: (x-5)^5 = 3^15 (x-5)^5 = (3^3)^5 (x-5)^5 = 27^5 x-5 = 27 x = 27 + 5 x = 32✓
2026-06-18 10:41:26
66
jolomi_aj
jolomi Aj :
where the log go abeg
2026-06-27 13:10:33
1
letuka_za
Letuka :
Where does log go 😳
2026-07-05 01:35:43
0
apriljoyreal8
Channel of Prosperity :
It's been more than 20 years since I became a master of these math problems. Now, seeing it, brings back those memories
2026-07-04 06:51:07
1
anwaltdesteufels
AnwaltDesTeufels :
It’s been so long, but i used to love this!
2026-07-04 08:13:05
1
trhl409
Niiking1347 :
absolutely 😁
2026-07-03 08:46:04
0
terlan_529
By_Terl@n :
(x-5)"5=3"15 x-5=3"3 x=32
2026-06-14 05:03:54
6
abdi.assefa
Abdi Assefa :
🥰🥰🥰More Log Equation 🥰🥰🥰
2026-06-14 10:07:36
6
goddardkieran
Salamanca :
didn't see work of this in everyday life
2026-06-30 11:58:08
4
s1m.sn
S1meon :
Think of it as [LOG base (answer) = power] than you can write it without the log
2026-06-27 17:54:09
2
geniuldinultimabanca
Pâinică ^^ :
incomplete, you must verify that x is a solution for this ecuation. First of all, x-5 must be > 0. So after you find x, you just verify it, or simply say thst x > 5, which is correct
2026-06-26 07:47:37
2
fatime.zeynalova92
Fatime Zeynalova :
32
2026-06-15 10:21:08
1
delfympu
delfynn :
you forgot the x>5
2026-06-29 13:38:37
1
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