Translate each word problem to an equation or a system of equations and select a correct translation from equations A–O. A. 12 2 + 12 2 = x 2 B. x ( x + 26 ) = 180 C. 10 , 311 + 5 % x = x D. x + y = 85 , 5 x + 25 y = 13.85 E. x 2 + 4 2 = 12 2 F. 240 x − 18 = 384 x G. x + 5 % x = 10 , 311 H. x 65 + 1 = x 85 I. x 65 + x 85 = 1 J. x + y + z = 180 , y = 4 x , z = x + y − 27 K. 2 x + 2 ( x + 26 ) = 180 L. 384 x − 18 = 240 x M. x + y = 85 , 0.05 x + 0.25 y = 13.85 N. 2 x + 2 ( x + 24 ) = 240 O. 72 x − 3 + 24 x + 3 = 16 Plank Height. A 12-ft plank is leaning against a shed. The bottom of the plank is 4 ft from the building. How high up the side of the shed is the top of the plank?
Translate each word problem to an equation or a system of equations and select a correct translation from equations A–O. A. 12 2 + 12 2 = x 2 B. x ( x + 26 ) = 180 C. 10 , 311 + 5 % x = x D. x + y = 85 , 5 x + 25 y = 13.85 E. x 2 + 4 2 = 12 2 F. 240 x − 18 = 384 x G. x + 5 % x = 10 , 311 H. x 65 + 1 = x 85 I. x 65 + x 85 = 1 J. x + y + z = 180 , y = 4 x , z = x + y − 27 K. 2 x + 2 ( x + 26 ) = 180 L. 384 x − 18 = 240 x M. x + y = 85 , 0.05 x + 0.25 y = 13.85 N. 2 x + 2 ( x + 24 ) = 240 O. 72 x − 3 + 24 x + 3 = 16 Plank Height. A 12-ft plank is leaning against a shed. The bottom of the plank is 4 ft from the building. How high up the side of the shed is the top of the plank?
Solution Summary: The author explains the system of equations by translating the statement, "A 12-ft plank is leaning against a shed.
Translate each word problem to an equation or a system of equations and select a correct translation from equations A–O.
A.
12
2
+
12
2
=
x
2
B.
x
(
x
+
26
)
=
180
C.
10
,
311
+
5
%
x
=
x
D.
x
+
y
=
85
,
5
x
+
25
y
=
13.85
E.
x
2
+
4
2
=
12
2
F.
240
x
−
18
=
384
x
G.
x
+
5
%
x
=
10
,
311
H.
x
65
+
1
=
x
85
I.
x
65
+
x
85
=
1
J.
x
+
y
+
z
=
180
,
y
=
4
x
,
z
=
x
+
y
−
27
K.
2
x
+
2
(
x
+
26
)
=
180
L.
384
x
−
18
=
240
x
M.
x
+
y
=
85
,
0.05
x
+
0.25
y
=
13.85
N.
2
x
+
2
(
x
+
24
)
=
240
O.
72
x
−
3
+
24
x
+
3
=
16
Plank Height. A 12-ft plank is leaning against a shed. The bottom of the plank is 4 ft from the building. How high up the side of the shed is the top of the plank?
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Choose 1 answer:
A
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B
No
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