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Let’s check out your problem:
Select all of the equations below that are equivalent to:
\newline
g
h
=
13
gh = 13
g
h
=
13
\newline
Use properties of equality.
\newline
\newline
Multi-select Choices:
\newline
(A) gh − 11 = 2
\newline
(B) gh − 2 = 11
\newline
(C) gh − 7 = 7
\newline
(D) gh − 3 = 9
View step-by-step help
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Math Problems
Algebra 1
Identify equivalent equations
Full solution
Q.
Select all of the equations below that are equivalent to:
\newline
g
h
=
13
gh = 13
g
h
=
13
\newline
Use properties of equality.
\newline
\newline
Multi-select Choices:
\newline
(A)
g
h
−
11
=
2
gh − 11 = 2
g
h
− 11
=
2
\newline
(B)
g
h
−
2
=
11
gh − 2 = 11
g
h
− 2
=
11
\newline
(C)
g
h
−
7
=
7
gh − 7 = 7
g
h
− 7
=
7
\newline
(D)
g
h
−
3
=
9
gh − 3 = 9
g
h
− 3
=
9
Analyze Equation Comparison:
Step
1
1
1
: Analyze the given equation
g
h
=
13
gh = 13
g
h
=
13
and compare it with choice (A)
g
h
−
11
=
2
gh - 11 = 2
g
h
−
11
=
2
.
Compare with Choice (A):
Step
2
2
2
: Compare the given equation
g
h
=
13
gh = 13
g
h
=
13
with choice (B)
g
h
−
2
=
11
gh - 2 = 11
g
h
−
2
=
11
.
Compare with Choice (B):
Step
3
3
3
: Compare the given equation
g
h
=
13
gh = 13
g
h
=
13
with choice (C)
g
h
−
7
=
7
gh - 7 = 7
g
h
−
7
=
7
.
Compare with Choice (C):
Step
4
4
4
: Compare the given equation
g
h
=
13
gh = 13
g
h
=
13
with choice (D)
g
h
−
3
=
9
gh - 3 = 9
g
h
−
3
=
9
.
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x
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\newline
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How many solutions does the following equation have?
\newline
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x
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−
6
(
x
+
7
)
=
−
4
x
−
2
\newline
Choose
1
1
1
answer:
\newline
(A) No solutions
\newline
(B) Exactly one solution
\newline
(C) Infinitely many solutions
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How many solutions does the following equation have?
\newline
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\newline
(A) No solutions
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(B) Exactly one solution
\newline
(C) Infinitely many solutions
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How many solutions does the following equation have?
\newline
9
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=
16
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\newline
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answer:
\newline
(A) No solutions
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(B) Exactly one solution
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(C) Infinitely many solutions
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