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bdkbZ 11 % vk; ;k vkxe dh /kj.kk,¡





                             ∠ABC = ∠PBN (Vertical Angles)                                       uksV
                             ∠CAB = ∠BPN (Right Angles)

                              ∴ ∴ ∴ ∴ ∴ AB = BP

            3- oqQy vkxe] lhekar vkxe rFkk vkSlr vkxe oØksa esa lacaèk ;fn  AR  rFkk  MR  oØ
               vyx&vyx gSa rFkk uhps dh vksj fxj jgh gSa  (Relation between Total Revenue,
               Marginal Revenue and  Average Revenue Curves if  AR and MR curves are
               separate and falling downwards.)
               rkfydk 3 rFkk fp=k 10-7 }kjk oqQy vkxe] lhekar vkxe rFkk vkSlr vkxe esa lacaèk Li"V gks tkrk gSA

                 rkfydk 3- vkxe dh fofHkUu èkkj.kk,¡ (Different Concept of Revenue)
                    bdkb;k¡        oqQy vkxe       vkSlr vkxe        lhekar vkxe

                      1               10               10                10
                      2               18               9                 8
                      3               24               8                 6
                      4               28               7                 4
                      5               30               6                 2
                      6               30               5                 0
                      7               28               4                 µ2


          Lo&ewY;kadu (Self Assessment)

          fuEufyf[kr dFkuksa esa ls lgh@xyr Nk¡fV,
          (State whether the following statements are True/False)µ
            9- tc vkSlr vkxe rFkk lhekar vkxe nksuksa fxj jgs gSa rks lhekar vkxe vkSlr vkxe ls vfèkd gks tkrk
               gSA
           10- vkSlr vkxe lnSo èkukRed jgrk gSA
           11- lhekar vkxe èkukRed 'kwU; ;k ½.kkRed gks ldrk gSA

           12- tc ek¡x dh yksp bdkbZ ls vfèkd gksrh gS rc lhekar vkxe èkukRed gksrk gSA
          rkfydk 3 ls Kkr gksrk gS fd oLrq dh NBh bdkbZ rd oqQy vkxe c<+ jgk gSA blosQ i'pkr~~ ;g de gksuk
          'kq: gks x;k gSA tSls&tSls oLrq dh vfèkd bdkb;k¡ csph tk jgh gSa vkSlr vkxe rFkk lhekar vkxe de
          gksrs tk jgs gSaA vkSlr vkxe lnSo èkukRed (Positive) jgrk gS ijarq lhekar vkxe èkukRed (Positive)]
          'kwU; (Zero) ;k ½.kkRed (Negative) gks ldrk gSA rkfydk 3 ls Kkr gksrk gS fd NBh bdkbZ dk lhekar
          vkxe 'kwU; gS rFkk lkroha bdkbZ dk ½.kkRed gks x;k gSA
          vkxe dh bu rhuksa èkkj.kkvksas dks fp=k 11-7 }kjk Li"V fd;k tk ldrk gSA fp=k 11-7 (A) esa oqQy vkxe
          oØ rFkk 11-7 (B) esa vkSlr rFkk lhekar vkxe oØ izdV fd, x, gSaA bu fp=kksa osQ OX v{k ij mRiknu
          dh bdkb;k¡ rFkk OY v{kksa ij vkxe izdV fd;s x;s gSaA fp=k 11-7 (A) ls Kkr gksrk gS fd oqQy vkxe
          oØ fcanq O ls B fcanq rd c<+ jgh gSA fcanq B ij tc oqQy vkxe vfèkdre gS rks tSlk fd fp=k 11-7
          (B) ls Kkr gksrk gS lhekar vkxe 'kwU; (Zero) gSA fcaanq B osQ i'pkr~~ oqQy vkxe oØ uhps dh vksj fxjus
          yxk gSA bldk vfHkizk; ;g gS fd oLrq dh vfèkd bdkbZ cspus ij Hkh oqQy vkxe de gksrk tk jgk gSA
          bl voLFkk esa lhekar vkxe ½.kkRed (Negative) gSA fp=k 11-7 (B) ls Kkr gksrk gS fd AR vkSlr


                                           LOVELY PROFESSIONAL UNIVERSITY                                   265
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