A)1 B) C-) D)0,5
23. Hisoblang.
A) B) C) D)2
24. Hisoblang. ![](data:image/png;base64,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)
A)1 B) C) D)0,5
25. Hisoblang. ![](data:image/png;base64,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)
A)1 B) C) D)0,5
26. Hisoblang. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEUAAAA6CAIAAABpmwNqAAAE00lEQVR4nO2abSh7URzHR3/UVhgSKVakMFmesjeeXnhqnr2gaV4ooShRaGpNlqZ4Qyv9iReSKE9tnhJCHiPDJERLTHtFaxLi/8tqtrvZvbtzbfef74t1zt3v7pzPueee8/uu8+f9/Z3yH+mPvTvwzfrlcWz98ji2SMOztbWVnp5eXFzc29sL1Y2NjaKiotvbW0QYaXgSEhImJydzc3O7urpoNJpUKh0YGDANIw0PKCUlhclk9vX1HR4ecrnc1NRU0xgy8YD4fH5eXt729nZ0dLTZADLxaLXakZERX1/fu7u7r2JIw6NUKtvb21tbW+Pj40UiUVZWltkw+/AkJiaurq5ij9/f35+dnZVIJM7Ozjwer7m5eXl5GV4n00hyPB8OhwMAAANlDw+PkpKSnJycsbGxjIwMRKR9eKx6OCDEPvP3Q2YjCedZWFioqqpSqVQMBuPk5OT5+TkmJkahULy9vekC4E2AsRcKhbAQq9VqmFdsNht3c4TzVFZWwsQICwurq6uDqqur69HRkW7m6DQzMwPV8vLy+vr6qakpCINUAHdzhPO8vLzAo6BSqbo85St5e3vDZ35+PmQxtjRHOE93d3dycnJFRQXMKHd3d8vBTk5OqFdMZWixCeeBjGtoaGhlZQUWJZlMRnRzhPPAAMMsSkpKCgwMxHG7tX9vEM5TU1MjFovPz8/9/PyIbovyAzxra2t0Ot3f37+npweqsGRDQgmF0NBQyP/Dw8N1mUtUVJRcLoelHMppaWmwyuNrjnCeg4MDwyoAnJ2dGV6B9Vpf3tvbs/xrT09PLBbr9PT0qwBy5Dt6CQQCxHAgRCYemLqwj1mOIQ3P4+NjZ2cnpBqwj1kIIw0PeISWlhYXFxfLYeTgWVpaotFosbGxqJEk4NFoNB0dHZCqYgkmAU9DQwMsa25ubliCScBj6t7AX+jtE0KfPOCxIHe8vLw0DLXW6BMhRNctwFAMeSIiIi4uLgydFhmFMt/s/nBMZeHhUCzwmBp9sGXr6+shISE3Nzc+Pj5cLhd2N5VKRfnAhrTqW7uNU1/ymBp98GRQnZubCwgIkEql4PjB6DMYjMXFxdraWgd5klavbwAAn5DzFxYWQs4P5czMTA6H8+09wyec67Whrcdi8X9MBO4/P8mpt+Uk2E+tEoE8djmp8cmDcPaUj5eeYmD0Yb2mfGy7sLhlZ2dDmclkglvW/QHAZrM3Nzd/vP9IffKYOntEFdZrffn4+Nhs2e76fX8cW47Cg/F4AaochQfj8QJU2cojl8thIGFpnpiYiIyMtOWnsBwvQJWtPHw+XyQSabVaKExPT9v+a5aPF6DKiEcikQiFQqVSCS61rKxsd3cX9f6dnZ3R0dHX19empiZ8PdALy/ECVBnxVFdXw4sI463RaObn583eIBAIeDxecHCwrvrw8EClUsEj3d/f4+4EBfPxAlQh5xsMM+z0V1dXXl5e+osIEz44OAjN68qenp4wrvB86HQ6vh5QrDlegCojnuvr6/7+fphy4M+Gh4f11w0tLnxbWlqqr8bFxclkMkCCccXRvE7YjxegyogH7gf7CV46KChILBY3Njaa3gDzzbDa1tZWUFAAXRkfH7e2bb2wHy9AlRGPQqHQFdRqNcb7WSwWLB742iZCjrKffpf+N55/sWgn3pEPXQcAAAAASUVORK5CYII=)
A) B) C)4 D)1
27. Hisoblang. ![](data:image/png;base64,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)
A) B) C)4 D)1
28. Hisoblang. ![](data:image/png;base64,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)
A)1 B)0 C)0,5 D)1,5
29. Hisoblang. ![](data:image/png;base64,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)
A) B) ) C) D)
30. Hisoblang. ![](data:image/png;base64,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)
A) B) ) C) D)
31. Hisoblang. ![](data:image/png;base64,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)
A)2 B)1 C)3 D)
32. Hisoblang. ![](data:image/png;base64,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)
A) B) C)1 D)0
33. Hisoblang. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHQAAAAfCAIAAAC5y37pAAAGO0lEQVR4nO1Za0gUXRje/FYNU1NZwtJKTCU1RStNrSTtoqammEitN7QiCBFURKUfonYhshChKCzsl7cSUiIvJV7S1RS8mxSlWKRRREZp4iW/h52P8Xhmnd2dr9EKnx/LOe+ZOeeZd97znuedlc7Pz0tWIQ6kK03gP8zMzOjq6q40Cxr/k9UKONfe3n5oaMjS0rK0tHT37t2MUU9PT4y1tNqXXGJubm49PT2Cl1gO5yoUCi8vL7YL9t3d3V1dXfHx8b29vbB8+vRpGWioBUUMrIyMjNTeVVtbe+TIEZVDojv3xYsXb968IZ375MmT2dnZiYkJfX19xtLU1JSRkXHp0iWxyfCDIgZW+/fvf/bsGf9dBQUFfX19Tk5O3CHRnXv9+vXbt29TRiQBc3PzyspKpovHCAgIEJuJJiCJacgqLi4uOjq6uLiYO7TIuQMDAyEhIcg7P3/+ZI3e3t5YRhjXly9f/qMEZZ+ammpsbJTL5a9evUK3paXlwoULwpagUFFRkZqaykwrACQxDVlJpdJ169Zhd27bto0eIjuOjo6vX7/W0dERxoyLqqqqPXv2UMaIiIiioiLEyPj4OLpfv37FippkN35gOyOxbNy4EY8gbAaSmFasPDw8EOxJSUmUXX1aEBy2EmVIJicnU0aEM141dl9+fj66zc3Ne/fuFbwEC8x58eJFNBITE4XNQBLTihVkxo0bN7h2PudOT0/v2rULuYLNEgcOHMCqNjY279+/l8lkkZGR9+/fHxsbkyjfgYuLCzUDTrMtW7ZQRkrcMOcG221ra/Pz8ztx4gSTqaE0wsPDR0dHyVsQU2Ti+lUgiaWlpZGs+IlZWVkxsocCn3OxQXAOklmioaEB3erqagsLi0ePHp06dQpLYuqnT58iXrgx/uXLF0NDQ8oIZY4MtX37dqaL4xhZkh3FFnv48CFSP05CxBFWKSws5CH5q8DPip8Yup8/f+bOKUQtwJv4DQ0NPX78uJ2dHdo4VYOCgrhXwrlYmLS8ffsWmw5yEu8D3R8/fkxOTmITkNf4+Pjs2LHjzp07CAdsDl9fXwEktYImrHiIIYCY84OCcCm2Zs0ale2lrmFgYGCQm5sLBQJNYm1tjc2FiODeeP78eby858+f79y5kzWSe4htq80PdXV1hw8fVjkEGYOA1ZzVUsRQpKn0gLg618TEBIf4+vXrWQsTDqdPn4b2vnz5MpVwGeCWkpKSDRs2fPjwgbSzftQq5x48eFDtxZqw4iEGu6mpKfd6cZ1rZmb2/ft30rkMIHpcXV1zcnKQ2vBI5NDIyAgeLzs7293dHaf/0aNHRWWoISt+YivjXAhnpDOcfpR97dq1hw4devDgAUJg8+bNrL2zsxPS+ObNm4jNmJgY1MT19fXIdKKSVMtKLTH4HU/KnXCRc6GckFDQwDGFk1GiPLXYroODA6SYROkynJXBwcFoI8E/fvyYeY2enp6tra3khPv27RscHISdu/CZM2cCAwMpx+FUBGkmnyLeT548eezYMag9f39/8jKV2xyKEDoJy6GNnQu2ZWVlaHCv5IFKVmqJYVGVoniRc0GIKhypLqQY2+7v71fZJgGn46CIj4/nDjk7O2/atAlnCGmk9GyBEipn5gK1GSpXDS9eCipZqSXW3t6ekpLCnU3ctIByG8fo3Nwc9/OCRPkVCjtRVAICoC0rPB3UAiNJKYj+VQwVd2lpqVwu5w4ZGxuLvboAaMuquLiYW+IzEN25tra2KgX2XwPELFvXUViOfyLc3NyWYZWVApTZUkO/yx+UfyVWnSsiFpwLhZyVlQU9jPo6Nja2o6NDk/vLy8sTEhKkUunVq1chhs6ePTs5OZmXlxcWFiYa5z8GC849d+6cQqFAYfft27eampqlbsjMzESJwv6lkZiYCK1ubW0NUa2np4fiAu8GwnbVuRIqLaSnp6OaGh4eNjMzI+3UHz/37t1DgDNtFEu6urr4hTaE4jMxMUGVLcaX7D8RC8599+7d3bt3kRkQjEVFReRFpLNwQVRUFNu9du1aSEiIgYFBYWEhClBUxjMzM7du3VoG6r8/FpyLMrm6ulomk23duvXKlStpaWkqb0BaILtyJdguim6RiP6JWHDuwMAA0/j48eMKkfnbsCrFRMS/SIY0N9GzbeAAAAAASUVORK5CYII=)
A) B) C)1 D)0
34. Hisoblang. ![](data:image/png;base64,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)
A)3 B)1 C)2 D)4
35. hisoblang.
Javob: (3/8)
36. hisoblang.
Javob: ( )
37. hisoblang.
Javob: (7)
38. hisoblang.
Javob: (1/2)
39. hisoblang.
Javob: (1/8)
40. hisoblang.
Javob: (1/4)
41. hisoblang.
Javob: (2)
42. ( hisoblang.
Javob: ( (1-b)/(1-a))
43. hisoblang.
Javob: (1/2)
44. hisoblang.
Javob: (49/16)
45. hisoblang.
Javob: (0)
46. hisoblang.
Javob: (1)
47. hisoblang.
Javob: (+ )
48. hisoblang.
Javob: (1/2)
49. Ixtiyoriy a>0 uchun tenglikni to’g’riligini ko’rsating.
50. hisoblang.
Javob: (5)
51. hisoblang.
Javob: ( mn(m-n)/2)
52. hisoblang.
Javob: ( m/n)
hisoblang.
Javob: (1)
hisoblang.
Javob: (1)
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