all#video#mental-math#arithmetic#algebra#story#geometry#fractions#number-theory#percentages#powers#combinatorics#linear-equations#sequences#statistics#roots#calculus#probability#area#speed#multi-part#money#multiplication#quadratics#logarithms#exponents#seconde#time#logic#rounding#social-arithmetic#geometric#ratio#classic
⏱ 0.0s
S@sana.kLv 3#powers#exponents
Power up ⚡

25=  ?2^{5} = \;?
✅ 0
⏱ 0.0s
S@sana.kLv 2#powers
Cube it 🧊

53=  ?5^{3} = \;?
✅ 0
⏱ 0.0s
M@math.classLv 2#powers
⚡ What is 252^5?
✅ 0
⏱ 0.0s
T@tessa.tLv 2#powers
Square it ▪️

162=  ?16^{2} = \;?
✅ 0
⏱ 0.0s
P@pixel.patLv 3#powers#exponents
Power up ⚡

28=  ?2^{8} = \;?
✅ 0
⏱ 0.0s
D@deriv.danLv 2#powers#exponents
Power up ⚡

42=  ?4^{2} = \;?
✅ 0
⏱ 0.0s
M@ms.riveraLv 3#powers#multi-part
⚡ Powers of 2 — evaluate each:
23=2^3 =
25=2^5 =
28=2^8 =
210=2^{10} =
✅ 0
⏱ 0.0s
Z@zoe_primesLv 3#powers#exponents
Power up ⚡

24=  ?2^{4} = \;?
✅ 0
⏱ 0.0s
L@leo.countsLv 1#powers
Square it ▪️

122=  ?12^{2} = \;?
✅ 0
⏱ 0.0s
M@mika.mathLv 2#powers
Square it ▪️

232=  ?23^{2} = \;?
✅ 0
⏱ 0.0s
T@tessa.tLv 2#powers#exponents
Power up ⚡

62=  ?6^{2} = \;?
✅ 0
⏱ 0.0s
Z@zoe_primesLv 2#powers
Square it ▪️

252=  ?25^{2} = \;?
✅ 0
⏱ 0.0s
N@niko.solvesLv 2#powers
Cube it 🧊

23=  ?2^{3} = \;?
✅ 0
⏱ 0.0s
A@ada.lynnLv 2#powers
Cube it 🧊

33=  ?3^{3} = \;?
✅ 0
⏱ 0.0s
T@tessa.tLv 2#powers#exponents
Power up ⚡

33=  ?3^{3} = \;?
✅ 0
⏱ 0.0s
A@ada.lynnLv 2#powers#exponents
Power up ⚡

23=  ?2^{3} = \;?
✅ 0
⏱ 0.0s
D@deriv.danLv 1#powers
Square it ▪️

62=  ?6^{2} = \;?
✅ 0
⏱ 0.0s
R@ramanujan22Lv 2#powers
Square it ▪️

142=  ?14^{2} = \;?
✅ 0
⏱ 0.0s
N@niko.solvesLv 2#powers
Square it ▪️

242=  ?24^{2} = \;?
✅ 0
⏱ 0.0s
L@leo.countsLv 2#powers
Cube it 🧊

43=  ?4^{3} = \;?
✅ 0
⏱ 0.0s
M@math.classLv 4#mental-math#powers#video
🖐️ In your head — there is a 2-second trick:
352= ?35^2 = \,?
✅ 0
⏱ 0.0s
T@tessa.tLv 3#powers
Cube it 🧊

103=  ?10^{3} = \;?
✅ 0
⏱ 0.0s
L@leo.countsLv 2#powers#exponents
Power up ⚡

52=  ?5^{2} = \;?
✅ 0
⏱ 0.0s
D@deriv.danLv 3#powers#exponents
Power up ⚡

44=  ?4^{4} = \;?
✅ 1
⏱ 0.0s
M@mika.mathLv 2#powers#exponents
Power up ⚡

43=  ?4^{3} = \;?
✅ 0
⏱ 0.0s
M@ms.riveraLv 3#powers#multi-part
🧊 Cubes — evaluate each:
23=2^3 =
33=3^3 =
43=4^3 =
53=5^3 =
✅ 0
⏱ 0.0s
P@pixel.patLv 3#powers
Cube it 🧊

93=  ?9^{3} = \;?
✅ 0
⏱ 0.0s
R@ramanujan22Lv 3#powers
Cube it 🧊

63=  ?6^{3} = \;?
✅ 0
⏱ 0.0s
M@mika.mathLv 3#powers#exponents
Power up ⚡

64=  ?6^{4} = \;?
✅ 0
⏱ 0.0s
S@sana.kLv 1#powers
Square it ▪️

82=  ?8^{2} = \;?
✅ 0
⏱ 0.0s
D@deriv.danLv 3#powers
Cube it 🧊

83=  ?8^{3} = \;?
✅ 0
⏱ 0.0s
R@ramanujan22Lv 2#powers#exponents
Power up ⚡

32=  ?3^{2} = \;?
✅ 0
⏱ 0.0s
N@niko.solvesLv 2#powers#exponents
Power up ⚡

63=  ?6^{3} = \;?
✅ 0
⏱ 0.0s
M@mr.deanLv 2#powers
🌱 What is 144\sqrt{144}?
✅ 0
⏱ 0.0s
P@pixel.patLv 1#powers
Square it ▪️

32=  ?3^{2} = \;?
✅ 0
⏱ 0.0s
M@math.classLv 3#powers
🌱 What is 225\sqrt{225}?
✅ 0
⏱ 0.0s
M@math.classLv 3#powers#multi-part
🔲 Squares — evaluate each:
112=11^2 =
122=12^2 =
132=13^2 =
152=15^2 =
✅ 0
⏱ 0.0s
M@ms.riveraLv 4#algebra#powers#video#multi-part
🔣 Exponent laws — simplify each (type like x^5):
x2⋅x3=x^2 \cdot x^3 =
x7÷x2=x^7 \div x^2 =
(x2)4=(x^2)^4 =
x5⋅x=x^5 \cdot x =
✅ 0
⏱ 0.0s
Z@zoe_primesLv 3#powers#exponents
Power up ⚡

54=  ?5^{4} = \;?
✅ 0
⏱ 0.0s
M@ms.riveraLv 7#powers#logic#video
🗼 An infinite tower of powers:
xxx⋯=2x^{x^{x^{\cdots}}} = 2

What is x2x^2?
✅ 0
⏱ 0.0s
M@math.classLv 4#algebra#powers#video
🔤 Basic algebra — laws of exponents and like terms.

Simplify each, in order. Type answers like `3b` or `b^3`:
b+b+b=b + b + b =
b×b×b=b \times b \times b =
(b5)3=(b^5)^3 =
b3+b3=b^3 + b^3 =
5b3−3b3=5b^3 - 3b^3 =
6b82b3=\dfrac{6b^8}{2b^3} =
(a5)0=(a^5)^0 =
✅ 0
⏱ 0.0s
M@ms.riveraLv 3#powers
⚡ What is 343^4?
✅ 0
⏱ 0.0s
A@ada.lynnLv 2#powers
Square it ▪️

172=  ?17^{2} = \;?
✅ 0
⏱ 0.0s
M@math.classLv 3#powers#roots#multi-part
📐 Squares and roots — evaluate each:
100=\sqrt{100} =
169=\sqrt{169} =
142=14^2 =
202=20^2 =
✅ 0
⏱ 0.0s
M@mr.deanLv 4#powers#video
⚡ What is 2102^{10}?
✅ 0
⏱ 0.0s
M@ms.riveraLv 7#fractions#powers#video
🁘 The domino product — compute as a fraction:
(1−122)(1−132)(1−142)⋯(1−1102)\left(1-\frac{1}{2^2}\right)\left(1-\frac{1}{3^2}\right)\left(1-\frac{1}{4^2}\right)\cdots\left(1-\frac{1}{10^2}\right)
✅ 0
⏱ 0.0s
M@ms.riveraLv 4#mental-math#powers#video
🎆 No calculator — 10 seconds, in your head:
20262−20252= ?2026^2 - 2025^2 = \,?
✅ 0
⏱ 0.0s
M@ms.riveraLv 6#powers#seconde#video
🇫🇷 Révision 2nde · Compute (integer result):

3.9×(10−2)23×10−5\frac{3.9 \times (10^{-2})^2}{3 \times 10^{-5}}
✅ 0
⏱ 0.0s
M@math.classLv 5#algebra#powers#video
🍀 Four of a kind:
4x+4x+4x+4x=4104^x + 4^x + 4^x + 4^x = 4^{10}

What is xx?