09:52
Find The Value Of π, π ??, π+π/π=π & π+π/π=ππ
08:33
Find the value of x ??, (πβπ) (πβπ) (πβπ) (πβππ) = 17, solved by 2nd method
14:05
Find the value of x ??, (πβπ) (πβπ) (πβπ) (πβππ) = 17, solved by 1st method
15:12
Find the value of x, y, z ???, π/π! + π/π! + π/π! = π
16:35
π°π π=β (ππβπβπ), Find the Value Of (π^πβππ^πβππ^π+πππ+ππ)/(π^πβππ+ππ)
28:38
Find The Value Of π??, (π+π^π)/(π+π) ^π =π/π, πβπ
09:00
Find The Value Of π??, πππ^βπ=β (ππππ^π)
21:26
If π+π+π=π, π^π+π^π+π^π=π, π^π+π^π+π^π=π, Prove that (πβπ) ^ππππ+(πβπ) ^ππππ+(πβπ) ^ππππ=π
13:26
If π^π +π^π = 7, π^π + π^π = 10, Find x + y =??
17:44
Find The Value Of π, π ??, (ππβπ) ^π=π^π+π^π, (π, π) βπ^+
22:29
If π^πβπ^π=πππ, πβπ=π, Find the Value Of π^π+π^π=??
12:39
Find the value of x??, π^π+π^π+π^π+π=π
11:47
Simplify || β (logβ‘βπ+β (logβ‘πβ
logβ‘π)) + β (logβ‘βπββ (logβ‘πβ
logβ‘π))
17:18
π^πβπ^π || How to factorize by binomial theorem || Solved by 2nd method
13:12
π^πβπ^π || How to factorize by long Division method || Solved by 1st method
18:13
Find The Value Of π??, β(πββ(π+π)) =π, solved by 2nd method
18:41
Find The Value Of π??, β(πββ(π+π)) =π, solved by 1st method
28:51
Find The Value Of π??, π^π=(πβπ) ^π, solved by 2nd method
23:54
Find The Value Of π??, π^π=(πβπ) ^π, solved by 1st method
07:01
Find The Value Of π??, β(π^βπ) =π^(π/βπ)
05:56
Find The Value Of π??, π^π=(πβπ) ^π
16:06
Find The Value Of π?? , 2π^π + 7π^πβπππ^πβπππ+ππ=π
32:36
Find The Value Of π, π, π, π
??, (π^π+π^π) (π^π+π
^π) =997, (π, π, π, π
) πππ negative π^+
30:15
Find The Value Of π ??, π^π+πππ^πβπ+πππ=π, πβπ, Solved by 3rd method
15:06
Find The Value Of π ??, π^π+πππ^πβπ+πππ=π, πβπ, Solved by 2nd method
22:26
Find The Value Of π ??, π^π+πππ^πβπ+πππ=π, πβπ, Solved by 1st method
22:44
Ξ±,Ξ²,Ξ³ are the roots of x^3+x+2024=0, Find the value of Ξ±^4 + Ξ²^4 + Ξ³^4 =??, solved by 2nd method
23:06
Ξ±,Ξ²,Ξ³ are the roots of x^3+x+2024=0, Find the value of Ξ±^4 + Ξ²^4 + Ξ³^4 =??, solved by 1st method
12:04
Find base (b) || logarithmic equation || challenging math problem
13:03
Find the value of βπ β? π^πβππππβππππ=π, πβπΉ, solved by 2nd method
17:19
Find the value of βπ β? π^πβππππβππππ=π, πβπΉ, solved by 1st method
08:07
Find the value of x, y? 7x+13y=175, (x, y) β z^+
22:34
Find the value of x, π^π+π^π+π^π+π+π=π, solved by 3rd method
20:42
Find the value of x, π^π+π^π+π^π+π+π=π, solved by 2nd method
16:39
Find the value of x, π^π+π^π+π^π+π+π=π, solved by 1st method
17:36
Find The Value Of x, y?? || π^ππ+π^π+π^ππ=π^π, (π, π) βπ^+, solved by 2nd method
13:56
Find The Value Of x, y?? || π^ππ+π^π+π^ππ=π^π , (π,π)βπ^+, solved by 1st method
17:33
If ππ^π=π & ππ^π=5, Find the Value Of ππ^((πβπβπ)/π(πβπ))
09:29
The equation above is true for all π, where π and π are constants. What will the product of p and q?
08:36
Find the value x, (π^π+ππ) ^πβ(π+π) ^π=ππ, πβπΉ, solved by 3rd method
17:21
Find the value x, (π^π+ππ) ^πβ(π+π) ^π=ππ, πβπΉ, solved by 2nd method
11:14
Find the value x, (π^π+ππ) ^πβ(π+π) ^π=ππ, πβπΉ, solved by 1st method
07:33
Find the value of (π, π) ?, π^π+π^π=ππ, (π,π)βπ³^+
19:40
Find the value of β π β, π^πβππ=β(π+ππ), solved by 4th method
15:21
Find the value of β π β, π^πβππ=β(π+ππ), solved by 3rd method
09:10
Find the value of β π β, π^πβππ=β(π+ππ), solved by 2nd method
10:40
Find the value of β π β, π^πβππ=β(π+ππ) #maths #trending
24:45
β(π/π^π βπ/π^π ) + β(π/πβπ/π^π )=π, find x , solved by 2nd method
20:53
β(π/π^π βπ/π^π ) + β(π/πβπ/π^π )=π || Find x
17:30
If π+π+π=ππππ & π/π+π/π+π/π=π/ππππ , Findπ/π^ππππ +π/π^ππππ +π/π^ππππ = ???, 2nd method
21:16
If π+π+π=ππππ & π/π+π/π+π/π=π/ππππ , Findπ/π^ππππ +π/π^ππππ +π/π^ππππ = ??? #maths
08:46
Find The Value Of π ??, π=β(πβπ/π)+β(πβπ/π), (x β R), Solved By 3rd Method
10:47
Find The Value Of π ??, π=β(πβπ/π)+β(πβπ/π), (x β R), Solved By 2nd Method
09:42
Find The Value Of π ? π=β(πβπ/π)+β(πβπ/π), (x β R)
12:24
Find The Value Of π,π,π ?? , π^π+π^π+π^π=ππππ , π,π,πβπ
05:11
Find The Value Of (x , y) , π - π =51, βπ + βπ = 17 , (x,y) βπ^+
12:59
Find the value of x || logarithmic equation || solved by 2nd method without taking base 3
14:47
Find the value of x || logarithmic equation || 1st method
12:51
Find the value of x, β(ππ+π)+β(π+π)=π
21:24
γππγ^πΏ γππγ^π=π^πΏπ , Find The Value Of (X ,Y) ??
X
About
Maths and physics
Tags