Answer:
8y^2(y + 2)
Step-by-step explanation:
The given expression is 8y^3 + 16y^2
Let's find the greatest common factor of 8y^3 and 16y^2
The GCF is 8y^2. Let's take out the GCF outside and write the remaining terms as follows
8y^2 (y + 2)
Therefore, the factors are 8y^2 and (y + 2)
That is 8y^3 + 16y^2 = 8y^2(y + 2)
Thank you.
3.1415926535 is the ones I have memorized. Shouldnt need to know more then that
The missing number in the given series is 24.
<h3>What is missing number in the given sequence?</h3>
Missing numbers are the numbers that have been missed in the given series of a number with similar differences among them. The method of writing the missing numbers is stated as finding similar changes between those numbers and filling the missing terms in the specific series and places.
Given the series,
4, ?, 144, 864, 5184, 31104
Multiplying with 6 in each term in the given sequence.
4×6 = 24
24×6 = 144
144×6 = 864
864×6 = 5184
5184×6 = 31104
Following the above sequence, we get the 2nd term is 24.
Hence the missing number is 24.
To learn more about the missing number from the given link :
brainly.com/question/27458314
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