Question

In the adjacent figure, the lengths of
sides of a rectangle are shown. Which
x + 2 of the equations is consistent with the
given information ?
Y + 7
(A) x - 3y = 2
(C) x + 3y = 2
(B) x - y = 4
(D) x + y = -4​

Answer 1

Answer:

$in \: rectangle \: \: opposite \: side \: are \: equal$

$then \\ 3y = x + 2 \\ x - 3y = - 2$

$and \\ x + 3 = y + 7 \\ x - y = 4$

$correct \:option \: is \: b$

$x - y = 4$

Answer 2

Step-by-step explanation:

in rectangle opposite side are equal

\begin{gathered}then \\ 3y = x + 2 \\ x - 3y = - 2\end{gathered}

then

3y=x+2

x−3y=−2

\begin{gathered}and \\ x + 3 = y + 7 \\ x - y = 4\end{gathered}

and

x+3=y+7

x−y=4

correct \:option \: is \: bcorrectoptionisb

x - y = 4x−y=4