Questions LLC
Login
or
Sign Up
Ask a New Question
Questions
Mathematics
(243/32)^-1/5 ¡Á 2^-2
1 answer
well,
243 = 3^5
32 = 2^5
That should get you started.
You can
ask a new question
or
answer this question
.
Similar Questions
Solve each equation by factoring.
7x²-243=0 I know I'm supposed to add 243 to the other side but don't know what else to do.
Top answer:
To solve the equation 7x²-243=0 by factoring, you start by rearranging the equation to have 0 on
Read more.
Find X
27^4x-2=243^3x+6 Please explain how to do it. Thanks 27^(4x-2)=243^(3x+6) Notice that 27 and 243 are both multiples of 3
Top answer:
27^4x-2=243^3x+6 3^3(4x-2)=3^5(3x+6) 3(4x-2)=5(3x+6) 12x-6=15x+30 12x-15x=30+6 -3x=36 x=36/-3 x=-12
Read more.
Find X
27^4x-2=243^3x=6 Please Explain Thanks Is this a repeat of the problem you posted earlier? If so, it should be
Top answer:
Apologies for the confusion earlier. Let's clarify the equation and solve for x. The corrected
Read more.
The asteroid 243 Ida has a mass of about 4.0×1016kg and an average radius of about 16 km (it's not spherical, but you can
Top answer:
Hey there! Let's take a funny journey to answer your questions about asteroid 243 Ida! Q1: Calculate
Read more.
Rachel and Hannah are both solving the equation 3x=243
. Rachel knows the solution to the equation because she knows a power of 3
Top answer:
The graphs intersect at x = 5, so the solution to 3x=243 is x = 5.
Read more.
write an explicit formula for the sequence then find the fifth term
a_1 = 3, r = -3 a. a_n = 3*(-3)^n-1; 243 b. a_n = -3*(3)^n-1;
Top answer:
To find the explicit formula for the given sequence with a first term of 3 (a_1) and a common ratio
Read more.
The prime factorization of 243 is 3*3*3*3*3. Write 243 as the product of two powers of 3 in as many ways as possible.
Thank you
Top answer:
my buttcheeks burn from math so this really helps
Read more.
Explain how to find 447 - 243 by breaking 243 apart into hundreds, tens, and ones in order to subtract.
Top answer:
To find the difference between 447 and 243 by breaking down 243 into hundreds, tens, and ones, you
Read more.
Geometric series: Finite and infinite
n=5 a1=243 r=2/3 i=1 This is the equation 243(2/3)^i My answer is 633 n=infinity sign a1=5
Top answer:
a1=243 r = 2/3 an = 243(2/3)^(n-1) a5 = 48 s = a/(1-r) = 5/(5/4) = 4
Read more.
Find the surface area of a rectangular pyramid with these measurements: l = 8 yd., w = 4 yd., and h = 2 yd.(1 point)Responses 66
Top answer:
The surface area of a rectangular pyramid can be found by adding the areas of all the faces. First,
Read more.
Related Questions
Evaluate
6 log2 ∛64 +10log3 (243)^1/5)
Given geometric sequence tn find t6 and S∞ if t2 = 243 and t5=9
Solve the equation 653= x-243.
X=?
Write a function rule to represent the situation:
The volume, V, remaining in a 243 ft^3 (cubed) pile of gravel decreases by .2
√27 x √243 x √12 / √125 x √18
Evaluate
6log2^3 √64+ 10log3^5 √243
Calculate 243 base six minus 243 base five, expressing your answer in base ten
653=x−243
whAT IS X
Solve the equation 653 = x - 243
653 equals X - 243