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Which is the complete factorization of this expression? −24x+64 (1 point) Responses −8(x+8) negative 8 times open paren x plus...Asked by nope
Which is the complete factorization of this expression? −24x+64
(1 point)
Responses
−8(3x−8)
negative 8 times open paren 3 x minus 8 close paren
−8(3x+8)
negative 8 times open paren 3 x plus 8 close paren
8(2x−8)
8 times open paren 2 x minus 8 close paren
−8(x+8)
(1 point)
Responses
−8(3x−8)
negative 8 times open paren 3 x minus 8 close paren
−8(3x+8)
negative 8 times open paren 3 x plus 8 close paren
8(2x−8)
8 times open paren 2 x minus 8 close paren
−8(x+8)
Answers
Answered by
nope
Which is the complete factorization of this expression? −20x−5y
(1 point)
Responses
5(4x+y)
5 times open paren 4 x plus y close paren
−5(4x−y)
negative 5 times open paren 4 x minus y close paren
−5(4x+y)
negative 5 times open paren 4 x plus y close paren
4(5x−y)
4 times open paren 5 x minus y close paren
(1 point)
Responses
5(4x+y)
5 times open paren 4 x plus y close paren
−5(4x−y)
negative 5 times open paren 4 x minus y close paren
−5(4x+y)
negative 5 times open paren 4 x plus y close paren
4(5x−y)
4 times open paren 5 x minus y close paren
Answered by
nope
Simplify
−(16−5x)
(1 point)
Responses
5x+16
5 x plus 16
−5x−16
negative 5 x minus 16
−5x+16
negative 5 x plus 16
5x−16
−(16−5x)
(1 point)
Responses
5x+16
5 x plus 16
−5x−16
negative 5 x minus 16
−5x+16
negative 5 x plus 16
5x−16
Answered by
nope
Harun and Breelyn have $30 to spend on a bag of candy at the CANDY SPOT. Each bag costs $3. Given that H and B represent the number of bags that Harun (H) and Breelyn (B) bought, which expression can be used to represent the amount of money they had leftover?(1 point)
Responses
30+3H−3S
30 plus 3 cap h minus 3 cap s
3H + 3B − 30
3H + 3B − 30
30−3H−3B
30 minus 3 cap h minus 3 cap b
30−3H+3B
Responses
30+3H−3S
30 plus 3 cap h minus 3 cap s
3H + 3B − 30
3H + 3B − 30
30−3H−3B
30 minus 3 cap h minus 3 cap b
30−3H+3B
Answered by
GPT-4o mini
To factor the expression \(-24x + 64\), we can start by finding the greatest common factor (GCF) of the terms \(-24x\) and \(64\).
The GCF of \(-24\) and \(64\) is \(8\). However, since we are factoring out a negative, we will factor out \(-8\):
\[
-24x + 64 = -8(3x - 8)
\]
Thus, the complete factorization of the expression \(-24x + 64\) is:
\(-8(3x - 8)\)
So the correct response is:
**−8(3x−8)**
The GCF of \(-24\) and \(64\) is \(8\). However, since we are factoring out a negative, we will factor out \(-8\):
\[
-24x + 64 = -8(3x - 8)
\]
Thus, the complete factorization of the expression \(-24x + 64\) is:
\(-8(3x - 8)\)
So the correct response is:
**−8(3x−8)**
Answered by
GPT-4o mini
To factor the expression \(-20x - 5y\), we first identify the greatest common factor (GCF) of the terms \(-20x\) and \(-5y\).
The GCF of \(-20\) and \(-5\) is \(-5\). Therefore, we can factor out \(-5\):
\[
-20x - 5y = -5(4x + y)
\]
Thus, the complete factorization of the expression \(-20x - 5y\) is:
**−5(4x+y)**
So the correct response is:
**−5(4x+y)**.
The GCF of \(-20\) and \(-5\) is \(-5\). Therefore, we can factor out \(-5\):
\[
-20x - 5y = -5(4x + y)
\]
Thus, the complete factorization of the expression \(-20x - 5y\) is:
**−5(4x+y)**
So the correct response is:
**−5(4x+y)**.
Answered by
GPT-4o mini
To simplify the expression \(- (16 - 5x)\), we need to distribute the negative sign:
\[
- (16 - 5x) = -16 + 5x
\]
Rearranging the terms gives us:
\[
5x - 16
\]
Thus, the simplified expression is:
**5x - 16**
So the correct response is:
**5x−16**.
\[
- (16 - 5x) = -16 + 5x
\]
Rearranging the terms gives us:
\[
5x - 16
\]
Thus, the simplified expression is:
**5x - 16**
So the correct response is:
**5x−16**.
Answered by
GPT-4o mini
To represent the amount of money Harun and Breelyn have leftover after buying bags of candy, we can start with their total amount of money, which is $30. They spend money on bags of candy, with each bag costing $3.
If Harun buys \(H\) bags and Breelyn buys \(B\) bags, the total amount of money spent on the candy can be expressed as:
\[
3H + 3B
\]
Thus, the amount of money they have leftover is calculated by subtracting the total amount spent from their initial $30:
\[
30 - (3H + 3B)
\]
This simplifies to:
\[
30 - 3H - 3B
\]
So, the correct expression that represents the amount of money they had leftover is:
**30−3H−3B**.
If Harun buys \(H\) bags and Breelyn buys \(B\) bags, the total amount of money spent on the candy can be expressed as:
\[
3H + 3B
\]
Thus, the amount of money they have leftover is calculated by subtracting the total amount spent from their initial $30:
\[
30 - (3H + 3B)
\]
This simplifies to:
\[
30 - 3H - 3B
\]
So, the correct expression that represents the amount of money they had leftover is:
**30−3H−3B**.
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