Survey exam solutions, Cheat Sheet of Engineering

Survey Exam with solution Civil engineering

Typology: Cheat Sheet

2022/2023

Uploaded on 12/06/2024

axen-amari
axen-amari 🇸🇬

4 documents

1 / 4

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
A
D
ABF
and
8
OF
hat
is
the
Area
A8F
242.
G3
m
D
BCF
-
ABF
p =
51.
3)
m
(2
Difernu
behoeun
tríungle
phat
FINAL
2q3.
q-
442.
G3
d
(?
+11424
A
S
lal-
37
m
ds
what
is
the
tofal
au
the
travene?
EXAM
dIff
erene
/n
area
betoen
triangle
ABC
and
BoF
dr
B
J31(31-
(2)
(31-19)
(3(-26)
38o(
A = Jss-a) (s
-b)
(s
-c)
A =J33(g)((c) (
4)
=
24
Ja
n?
de
2
S:
2o
42s
+25
d3
S
33
A :
N33
(33
-25M33-12)(33-24)
J4
S = 25 -
(4
-24
S =
298
+22+30
S:
40
ds
A
et
CDF
A of
AEF
=
A
ot
A
o4
ABF
what
is
dy
A =
Jscs-a)
(s-6)(s-c)
Jyo
(40
-2
9)(40-72)
(4o-30)
4o
(12)
(19
)
(1o)
243.94
m?
259.
85
m
|q4.9R
m
-
293
-q4
m?
area
ot
tríangle
cOF
S:
38 5
A = Js(s-
a)
(s-b
(s-c)
=33-5
(3e.5-
30
)
(3R.5
-
28)(33.5
-
19)
*Va.s
(8-5)(io5)
(19.s)
/utooy.
4315
JA
25.95
m
=
J36-5(34-5
-
20)
(3u-5
-29)
(3&-$-26
V3-s
((G-((9.s)(1-5
)
2
> A 242.63n 2
Area
BUF
2
293.
44 m
pf3
pf4

Partial preview of the text

Download Survey exam solutions and more Cheat Sheet Engineering in PDF only on Docsity!

A

D

ABF and 8 OF

hat is the Area A8F 242. G3 m

D BCF - ABF

p = 51. 3) m

(

Difernu behoeun tríungle

phat

FINAL

2q3. q- 442. G

d

(? + A S lal- 37 m

ds

what is the tofal au the travene?

EXAM

dIff erene /n area^ betoen^ triangle^ ABC^ and^ BoF

dr

B

J31(31- (2) (31-19)(3(-26)

38o(

A= Jss-a)(s-b) (s -c)

A =J33(g)((c) ( 4)

= 24 Ja n?

de

2

S: 2o^ 42s^ +

d

S 33

A : (^) N33 (^) (33 (^) -25M33-12)(33-24)

J

S = 25 - (4 -

S = 298 +22+

S: 40

ds

A et CDF A of AEF =

A ot A o4 ABF

what is

dy

A= Jscs-a) (s-6)(s-c)

Jyo (40 (^) -2 (^) 9)(40-72) (^) (4o-30) 4o (12) (19 ) (1o)

243.94 m?

  1. 85 m |q4.9R m
  • 293 - q4^ m?

area ot tríangle cOF

S: 38 5

A = Js(s- a) (s-b (s-c) =33-5 (3e.5- 30 )(3R.5 - 28)(33.5 - 19)

*Va.s (8-5)(io5) (19.s)

/utooy. 4315 JA 25.95 m

= (^) J36-5(34-5 - (^) 20) (^) (3u-5 (^) -29) (^) (3&-$- V3-s ((G-((9.s)(1-5 )

2

A 242.63n 2

Area BUF 2 293. 44 m

Estim ate the valume y oatr

NG END A REA

V.= (25300^ +^22100 q^ Go0^4 y^00 t^ |52^00 123044 900)^2

Ve =^ |21500^ m

"... A^ ) L

2(2)

2

Estim the^ valumne^ ey^ wuter^ in^ the^ lale^

uana prim^ oicdut^ formulw

T: Rtan

2

Np 205 421 0t^

m

Cur

divtnu

A,t^ Az+4)(A,^ +Ay tAc) t2^ (As^ +As)

mute

Dittnu betun end |205 42) 007 - 121500 = (2 054gq5u 4 m

(^25300 tqc00^4 4)(^

2/0o +1740o^ tr2300)

t214,6n4 5200)

T 28G.48m x tun |f= 133-54 m

Compuke te^ diatunu^ A6^ of^ e

2

Compute he^ stutianiag^ y

anew

Statien 4 paint

and prísmai dal ormula

LC =^ 2r^ (sin^ )

poiat

Statien ay^ poin^ X^ lo+^90026

Cenpute^ the^ lngK^ 4y^ long^ char el

which u^ lin^ parsiny^ tKrongh^ he^ ntr^ y^ he 58 lh^ h^ line^ AB,^ intersect^ the^ cm at^ peint^ X.^ lomput

Cure

-2 (286. 4lm)(sin)

ane

3

Curne

What is (^) the (^) ngns eng th

(42 )'

Compute the^ elwati^ on^ y^ the

Bo-.4 to.02 (eG.67)oro

yo

onpute the heni^ 2ontal^ distunu^ ay

200

Yoo

(

L 200 m

0.04 0.D

b X, - 42

n

133 ,33m

vertiae cunne

33.33m

wr,

tany punt^ if^ the

ventul w

lotien ot^ P.ti^ &y?^ m.

fnnng Pant inenetion