I Tavi
I Tavi I Tavi
I Tavi 14 4) rodis moawyves turistebma Sesveneba da ramdeni xniT? ra iyo maTi siCqare Sesvenebamde, Sesvenebis Semdeg istoriul Zeglamde da ra siCqariT moZraobdnen isini ukan dabrunebisas? 5) ra iqneboda turistebis saSualo siCqare, maT rom es man- Zili Seusveneblad gaevloT? 11 Tu f(x)=5x+3, ipoveT f(0); f(1); f(4) da f(–3) ricxvebis saSualo ariTmetikuli. 12 CawereT mocemul funqciaTa gansazRvris are da mniSvnelobaTa simravle: a) y b) y g) y x x x 13 naxazze mocemulia [–5;8] Sualedze gansazRvruli y=f(x) funqcia. ramden gansxvavebul mTel mniSvnelobas Rebulobs es funqcia? y 5,2 –5,2 14 marTkuTxa paralelepipedis fuZis erTi gverdis sigrZe meoreze 2 sm-iT metia, xolo simaRle fuZis orive gverdis jamis tolia. dawereT paralelepipedis moculobis gamosaTvleli formula da iangariSeT misi mniSvneloba, Tu paralelepipedis simaRle 14 sm-ia. 15 Tavisuflad vardnili sxeulis mier gavlili manZili gamoiTvleba S = gt2 2 formuliT. sxeuli vardeba H m simaRlidan. ipoveT funqciis gansazRvris are. x
16 ipoveT funqciis gansazRvris are: a) y = 4x 2 – 7x + 1; b) y = ; g) y = ; d) y = ; e) y = ; v) y = . 17 dawereT funqcia, romlis gansazRvris area: a) R; b) [2;∞); g) R\{1;–1}; d) R\{–3}. 18 SeiZleba Tu ara 1 m fuZis mqone samkuTxedis farTobi iyos 10 6 m 2 -is toli? dawereT funqcia f: samkuTxedis simaRle → samkuTxedis farTobi. amocana damoukidebeli kvlevisTvis: 1. SeadgineT funqcia, romelic aRwers wylis Tanabari gamodinebis SemTxvevaSi wylis moculobis damokidebulebas droze. xelsawyoebi: 10-litriani danayofebiani WurWeli (bijiT 0,1 l) da saaTi. 2. SeadgineT funqcia, romelic aRwers cilindris moculobis missave simaRleze damokidebulebas. xelsawyoebi: ramdenime cilindruli WurWeli (danayofebiani), santimetri. kvadrati zomiT 8×8 daWrilia nawilebad ise, rogorc nax. a)-zea da miRebuli nawilebisagan Sedgenilia marTkuTxedi (nax. b). ? 64 = 65 S=5·13=65 S=8·8=64 a) b) 15
- Page 3: nana jafariZe maia wilosani nani
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- Page 8 and 9: 6 rogor visargebloT wigniT wignze m
- Page 10 and 11: I Tavi 8 f funqciaa h ar aris funqc
- Page 12 and 13: I Tavi gasaxseneblad! p(A) = m n ,
- Page 14 and 15: I Tavi -4 12 4 a) savarjiSoebi: 1 r
- Page 18 and 19: I Tavi 16 2 amovicnoT wrfivi funqci
- Page 20 and 21: I Tavi 18 SeavseT gamotovebuli adgi
- Page 22 and 23: I Tavi 20 proeqti: gazomvebidan fun
- Page 24 and 25: I Tavi 22 y 10 -3 -2 -1 0 1 2 3 9 8
- Page 26 and 27: I Tavi 24 15% 1,5 < n ≤ 2 20% 1 <
- Page 28 and 29: I Tavi 26 nax. 1 kvadratul gantoleb
- Page 30 and 31: I Tavi 28 3 dawereT kvadratuli gant
- Page 32 and 33: I Tavi davazustoT! roca D = 0, kvad
- Page 34 and 35: I Tavi 32 amovxsnaT formuliT (3x 2
- Page 36 and 37: I Tavi 34 z) 10x 2 −120 + 6x = 98
- Page 38 and 39: I Tavi navis sakuTari siCqarea navi
- Page 40 and 41: I Tavi 38 6 amovxsnaT jgufuri mecad
- Page 42 and 43: I Tavi x 1 da x 2 ricxvebi arian x
- Page 44 and 45: I Tavi 42 17 amoxseniT gantoleba: a
- Page 46 and 47: I Tavi 44 yuradReba: Tu D=0, maSin,
- Page 48 and 49: I Tavi gavixsenoT! x = a, maSin a 2
- Page 50 and 51: I Tavi 48 I Tavis damatebiTi savarj
- Page 52 and 53: I Tavi 50 K y = x 2 A B -3 -2 -1 K
- Page 54 and 55: I Tavi 52 39 A punqtidan B punqtisa
- Page 56 and 57: I Tavi narevSi gaxsnili nivTierebis
- Page 58: 56 I TavSi Seswavlili masalis mokle
16 ipoveT funqciis gansazRvris are:<br />
a) y = 4x 2 – 7x + 1; b) y = ; g) y = ;<br />
d) y = ; e) y = ; v) y = .<br />
17 dawereT funqcia, romlis gansazRvris area:<br />
a) R; b) [2;∞); g) R\{1;–1}; d) R\{–3}.<br />
18 SeiZleba Tu ara 1 m fuZis mqone samkuTxedis farTobi iyos<br />
10 6 m 2 -is toli? dawereT funqcia<br />
f: samkuTxedis simaRle → samkuTxedis farTobi.<br />
amocana damoukidebeli kvlevisTvis:<br />
1. SeadgineT funqcia, romelic aRwers wylis Tanabari gamodinebis<br />
SemTxvevaSi wylis moculobis damokidebulebas droze.<br />
xelsawyoebi: 10-litriani danayofebiani WurWeli (bijiT 0,1 l) da<br />
saaTi.<br />
2. SeadgineT funqcia, romelic aRwers cilindris moculobis missave<br />
simaRleze damokidebulebas. xelsawyoebi: ramdenime cilindruli<br />
WurWeli (danayofebiani), santimetri.<br />
kvadrati zomiT 8×8 daWrilia nawilebad ise, rogorc nax. a)-zea da miRebuli<br />
nawilebisagan Sedgenilia marTkuTxedi (nax. b).<br />
?<br />
64 = 65<br />
S=5·13=65<br />
S=8·8=64<br />
a) b)<br />
15
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