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Point
T is located at -14 . Point
U is 6 less than Point
T. Where is
U located?

U=◻

Point $T$ is located at $-14$ . Point $U$ is $6$ less than Point $T$ . Where is $U$ located? $\newline$ $\mathrm{U}=\square$

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Complementary angle identities

Full solution

Q. Point

T

is located at

-14

. Point

U

is

6

less than Point

T

. Where is

U

located?

\newline

\mathrm{U}=\square

Identify Point T: Identify the location of Point T. $\newline$ Point T is located at $-14$ .
Determine Point U: Determine the location of Point U. $\newline$ Point U is $6$ less than Point T, so we subtract $6$ from the location of Point T. $\newline$ $U = T - 6$ $\newline$ $U = -14 - 6$
Calculate Point U: Calculate the location of Point U. $\newline$ $U = -14 - 6$ $\newline$ $U = -20$

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