Answer.AI
Question
Mathematics
uestions 4-7, rewrit
( − 4 ) 3 ⋅ ( − 4 ) 8 = (-4)^(3)*(-4)^(8)=
See Answers
Get the Answer.AI App
Solve problem with AI
Best Answer
Rewriting ( − 4 ) 3 (-4)^(3) and ( − 4 ) 8 (-4)^(8) in terms of their base, we have:
( − 4 ) 3 ⋅ ( − 4 ) 8 = ( − 4 ⋅ − 4 ⋅ − 4 ) ⋅ ( − 4 ⋅ − 4 ⋅ − 4 ⋅ − 4 ⋅ − 4 ⋅ − 4 ⋅ − 4 ⋅ − 4 ) = ( − 64 ) ⋅ ( 2 , 684 , 354 , 560 ) = − 171 , 798 , 691 , 840 {:[(-4)^(3)*(-4)^(8)=(-4*-4*-4)*(-4*-4*-4*-4*-4*-4*-4*-4)],[],[=(-64)*(2","684","354","560)],[],[=-171","798","691","840]:}
Therefore, ( − 4 ) 3 ⋅ ( − 4 ) 8 = − 171 , 798 , 691 , 840 (-4)^(3)*(-4)^(8)=-171,798,691,840.
Recommend videos
Exponent Rules Song – Learn Algebra – Learning Upgrade App - YouTube
May 12, 2008
Algebra Basics: Laws Of Exponents - Math Antics - YouTube
Nov 23, 2020
Exponent Rules: The Power to Power Rule! - YouTube
Sep 28, 2015
You might be interested in...
Explore more...
  1. Given the linear equation y = 2 3 x + 2 y=(2)/(3)x+2, which table of values represents this equation?
    A.
x x y y
-3 0
0 2
3 4
x y -3 0 0 2 3 4
B.
x x y y
0 2
2 5
3 4
x y 0 2 2 5 3 4
C.
x x y y
-3 0
2 0
6 6
x y -3 0 2 0 6 6
D.
x x y y
-9 -6
-6 -2
0 2
x y -9 -6 -6 -2 0 2
  1. What is the y y-intercept of the line that contains the points ( 3 , 3 ) (3,3) and ( 6 , − 1 ) (6,-1) ?
    A. 5
    B. 6
    C. 7
    D. 8
Check Answer >
A randomly generated password contains four characters. Each of the four characters is either a lowercase letter or a digit from 0–9. Each character in the password cannot be used more than once.
HELP QUICKLY PLEASE
What is the approximate probability that exactly one of the four characters will be a number?

1%
11%
28%
44%
Check Answer >
30 x 5 10 x 2 (30x^(5))/(10x^(2))
Check Answer >
Hallan: ( b + d ) c a ((b+d)c)/(a)
48 x 7 y 10 z 12 12 x 3 y 5 z 6 = a x 6 y 6 z 2 (48x^(7)y^(10)z^(12))/(12x^(3)y^(5)z^(6))=ax^(6)y^(6)z^(2)
Check Answer >
  1. What is the remainder when the polynomial x 49 + 61 x^(49)+61 is divided by x + 1 x+1 ?
Check Answer >
5 x = 20 5x=20
Check Answer >
  1. Two 10 H 10 H inductors are in parallel and the parallel combination is in series with a third 10 H 10 H inductor. What is the approximate total reactance when a voltage with a frequency of 7 k H z 7kHz is applied across the circuit terminals?
    A. 219 k Ω 219 k Omega
    B. 66 k Ω ∼ 66 k Omega∼
    C. 660 k Ω 660 k Omega
    D. 1.3 M Ω quad1.3 M Omega
  2. Five inductors are connected in series. The lowest value is 8 μ H 8mu H. If the value of each inductor is twice that of the preceding one, and if the inductors are connected in order of ascending values, the total inductance is
    A. 8 H quad8H
    B. 32 μ H quad32 mu H
    C. 64 μ H quad64 mu H
    D. 248 μ H quad248 mu H
Check Answer >
Questão 5
Um problema de otimização é aquele onde se procura determinar os valores extremos de uma função. Sabendo disso analise as seguintes afirmações, marque V V quando for verdadeiro ou F F quando for falso:
() Para resolver um problema de otimização usa-se exclusivamente o teste da primeira derivada.
() Um dos passos que podem ser empregados para a resolução de situações-problema de otimização refere-se a fazer um diagrama.
() Os problemas de otimização referem-se exclusivamente a aplicação da Regra de l’Hospital.
Assinale a alternativa que contenha a sequência correta
A. (e) F − V − F F-V-F.
B. O − V − V O-V-V.
c. ◯ − V − V ◯-V-V.
D. ◯ − V − F ◯-V-F.
E. ◯ V − F − F ◯V-F-F.
Check Answer >
Triangle A B C ABC is translated according to the rule ( x , y ) → ( x + 2 , y − 8 ) (x,y)rarr(x+2,y-8). If the coordinates of the pre-image of point B B are
( 4 , − 5 ) (4,-5), what are the coordinates of B ′ B^(') ?
( 2 , 3 ) (2,3)
( 1 , − 9 ) (1,-9)
( − 3 , − 4 ) (-3,-4)
( 6 , − 13 ) (6,-13)
Check Answer >
Juna noticed that Easter fell on April 1 st 1^("st ") in 2018, April 21 1 st 1^("st ") in 2019, and April 12 th 12^("th ") in 2020, and April 4 th 4^("th ") in 2021. She conjectured that Easter always falls in the first 22 days in April. Can you find a counterexample that disproves her conjecture?
Check Answer >
Get the Answer.AI App
Solve problem with AI