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Let’s check out your problem:
Point
F
\mathrm{F}
F
is located at
−
11
-11
−
11
. Point
G
\mathrm{G}
G
is
9
9
9
less than Point
F
\mathrm{F}
F
. Where is
G
\mathrm{G}
G
located?
\newline
G
=
□
\mathrm{G}= \square
G
=
□
View step-by-step help
Home
Math Problems
Algebra 2
Find trigonometric ratios using multiple identities
Full solution
Q.
Point
F
\mathrm{F}
F
is located at
−
11
-11
−
11
. Point
G
\mathrm{G}
G
is
9
9
9
less than Point
F
\mathrm{F}
F
. Where is
G
\mathrm{G}
G
located?
\newline
G
=
□
\mathrm{G}= \square
G
=
□
Perform Subtraction:
Now we perform the subtraction to find the location of Point G.
\newline
Calculation:
G
=
−
11
−
9
=
−
20
G = -11 - 9 = -20
G
=
−
11
−
9
=
−
20
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