Yes, find the prime factors.
4 can be written as 2*2.
g^4 can be written as g*g*g*g.
That is the prime factorization of the first expression.
4g^4 can be written as 2*2*g*g*g*g.
34 can be written as 2*17.
And again we can split up the g business: g^3 is g*g*g.
34g^3 can be written as 2*17*g*g*g.
What do these expressions have in common?
They have a 2 in common,
and three of the g's in common, ya?
Therefore the GCF(4g^4, 34g^3) = 2g^3.
Answer:
y = 4x
(x = Elliot's money, y = yours)
y = 1/2x
(y = how many pages you read, x = George's amount of pages)
w = l - 4
(w = width, l = length)
5c + 12 = p
(c = cd, p = price)
*note I used a constant since it clearly said 12$
:)
Answer:
assuming when you say standard form you just want to convert it to a decimal, the answer is
_
-0.8 3
the line on top of the 3 should mean that it continues
Step-by-step explanation:
Answer:
19/6n - 7/2
Step-by-step explanation:
4n - 5/6n - 4 + 1/2
4 = 24/6
24/6 - 5/6
19/6
-4 = -8/2
-8/2 + 1/2
-7/2
19/6n - 7/2
