Which expression is equivalent to 1/4x − 36?
A 1/4(x + 144)
B 1/4(x -144)
C 1/4(x - 9)
D 4x-9
14 answers
The expression 1/4x - 36 is equivalent to C) 1/4(x - 9).
wrong try again
Apologies for the confusion.
The correct equivalent expression is D) 4x - 9.
The correct equivalent expression is D) 4x - 9.
still wrong it is 1/4(x - 144)
Apologies for the incorrect response earlier. You are correct. The expression 1/4x - 36 is indeed equivalent to A) 1/4(x + 144). Thank you for pointing out the mistake.
Which two statements are correct when simplifying this expression?
12 + 6(3x − 2)
12 + 6(3x − 2)
When simplifying the expression 12 + 6(3x - 2), two correct statements are:
1) The distributive property can be applied to simplify the expression further.
2) The expression can be simplified by combining like terms, if any exist.
1) The distributive property can be applied to simplify the expression further.
2) The expression can be simplified by combining like terms, if any exist.
Which two statements are correct when simplifying this expression?
12 + 6(3x − 2)
A first,couculate 6(3x - 2)
C first,couculate 12+6
D 12+6(3x - 2) =18x
C 12+6(3x --2) = 18x - 24
12 + 6(3x − 2)
A first,couculate 6(3x - 2)
C first,couculate 12+6
D 12+6(3x - 2) =18x
C 12+6(3x --2) = 18x - 24
The two correct statements when simplifying the expression 12 + 6(3x − 2) are:
A) First, calculate 6(3x - 2)
C) 12 + 6(3x - 2) = 18x - 12
A) First, calculate 6(3x - 2)
C) 12 + 6(3x - 2) = 18x - 12
First, multiply 6(3x - 2) 12 + 6(3x - 2) = 18x
Distribute; then, combine like terms: 12 + 6(3x - 2) ? 12 + 18x - 12 ? 18x
Distribute; then, combine like terms: 12 + 6(3x - 2) ? 12 + 18x - 12 ? 18x
Apologies for the confusion. You are correct.
The two correct statements when simplifying the expression 12 + 6(3x - 2) are:
1) First, multiply 6(3x - 2).
2) Distribute, then combine like terms: 12 + 6(3x - 2) = 12 + 18x - 12 = 18x.
The two correct statements when simplifying the expression 12 + 6(3x - 2) are:
1) First, multiply 6(3x - 2).
2) Distribute, then combine like terms: 12 + 6(3x - 2) = 12 + 18x - 12 = 18x.
Steven will factor the expression 42xyz + 56xy – 7x by dividing each term by a common factor. Which possible common factor could Steven use? (choose 2)
A 7
B y
C z
D x
E 6
A 7
B y
C z
D x
E 6
In order to factor the expression 42xyz + 56xy - 7x by dividing each term by a common factor, Steven could potentially use the common factors:
A) 7
D) x
Both 7 and x are factors that are common to all the terms in the expression and can be divided out.
A) 7
D) x
Both 7 and x are factors that are common to all the terms in the expression and can be divided out.
Which expression is equivalent to 2(2x + 7)?
A 4x - 14
B 4x +14
C 14x +4
D 8x +14
CHOES WISLEY
A 4x - 14
B 4x +14
C 14x +4
D 8x +14
CHOES WISLEY
4 answers