tarsia 1 (1.1-2.8)a4
TRANSCRIPT
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8/18/2019 Tarsia 1 (1.1-2.8)A4
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U
n i t S
I b a g
i b e r
a t
Kuantiti terbitan
U n i t S I b
a g i m o m
e n t u m
k g m s 2
k g m s −
1 1
0 6
Impuls K u
a n t i t i s k a l
a r N i l a i i m b u h a n M
e g a , M
m e m p u n y a i m a g n i t u d s a h a j a Suhu , jisim
U n i
t S I b
a g i a
r u s e
l e k t
r i k
KuantitiFizik P e
r l a n g
g a r a n t i d
a k k e
n y a l
A m p e r e , A
d i t e r b i t k a n d r p d k u a n t i t i 2 a s a s
m 1 u 1 +
m 2 u 2
= m 1
+ m 2
(
) v U n i
t b a g
i D a y
a
Objekdgnhalajumalar a r u s y a n g d
i g u n a k
a n o l e h J a n
g k a M a s a D
e t i k
N e w
t o n , N
m v − m u u l a n g −
a l i k ( a . u ) F = m
v −
m u t
selamasaantaraduatitik
k u a n t i t i v e
k t o r D
a y a i m p u l s
k u a n t i t i s k a l a r
s e s a r a n , p e c u t a n
Meterunitasasmengukur
S e s a r a n
k u a n t i t i y a n g b o l e h d i u k u r
J a r a k l a l u a n t e r p e n d e k s a l a m a r a h t e r t e n t u
K a d
a r p e
r u b a
h a n h
a l a j u
Hipotesis F r
e k u e n s i J a n g k a M
a s a D e
t i k
P e c u t a n
p e c u t a n s i f a r
5 0 H z 0 m s −
1
graviti dibulan
1 0 m s − 2
O b j e k d a l a m
k e a d a a n r e h a t
1 d e t i k N i l a i p e c u t a n g r a v i t i , g U
k u r k
e d a l
a m a n
l u b a
n g
Neraca tuas
E k o r A n g k u p V e r n i e r
p a n j a n g
k e j i t u
a n H u b u n g a n M V d e n g a n R V
D a r j a h p e n g h a m p i r a n d e n g a n n i l a i s e b e n a r
S e n g
g a t a n
t e r k
e c i l M
S G
R a l a t P a
r a l a k s0 . 0
0 1
c m
1 . 6 6 6 7 m s − 2
R a l a t k e s i l a p a n k e d u d u k a n m a t a
k e p e
r s i s
a n
K e b o l e h a n a l a t m
e n g e s a n p e r u b a h a n y a n g k e c i l
A l a t p e n g u k u r a n j i s i m