Question. 1.
What should come at the place of question mark (?) in the following question?A. 7
B. 27
C. 3
D. 29
E. 13
Ans. C.
Solution:
Question. 2.
What should come at the place of question mark (?) in the following question?A. 40
B. 50
C. 20
D. 60
E. 30
Ans. E.
Solution:
Question. 3.
What should come at the place of question mark (?) in the following question?A. 9
B. 7
C. 5
D. 8
E. 6
Ans. A.
Solution:
Question. 4.
What should come at the place of question mark (?) in the following question?A. 3002.1
B. 3101.1
C. 3104.1
D. 3007.1
E. 3102.1
Ans. E.
Solution:
Question. 5.
What should come at the place of question mark (?) in the following question?A. 5559
B. 6659
C. 6759
D. 5859
E. 5159
Ans. B.
Solution:
Question. 6.
What should come at the place of question mark (?) in the following question?A. 22
B. 21
C. 13
D. 11
E. 17
Ans. D.
Solution:
Question. 7.
What should come at the place of question mark (?) in the following question?A. 1
B. 2
C. 5
D. 0
E. 4
Ans. D.
Solution:
Question. 8.
What should come at the place of question mark (?) in the following question?A. 23
B. 26
C. 27
D. 29
E. 21
Ans. E.
Solution:
Question. 9.
What should come at the place of question mark (?) in the following question?A. 39
B. 29
C. 37
D. 47
E. 26
Ans. B.
Solution:
Question. 10.
What should come at the place of question mark (?) in the following question?
![](data:image/png;base64,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)
A. 8281
B. 7281
C. 7182
D. 7181
E. 7981
Ans. A.
Solution:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALUAAAEcCAYAAAH2MMWtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABVpSURBVHhe7Z3bsSy5cUXHABkgmiEHxgCGvscBmiAD6ADpgP70SRtIC+gBP+iBfJDOmnv25R7cRAH16q6qs1cEouuBwiORSABZ6O6fwhJ/+/z8t4/wf98OfwPXuOf8x+cn6HnRxn0QbVU3M0rovz8///MzOMNC0ADeQC0k/s+P8F+fQfDMqsajJH/+dvjV+Z+PcLriKwMajyBoh999O/wVCjPNqsjh+tClZT/o0m4K0KA0+PG4GQV65N+/Hf7K0GbPom7+v5+fwABdDdxhP5Lr0nj6hZAY2jnJF0di0QB9+kzga3KqWL9PoGTLdUG6rumym1ritLb/Gfh8sstUpBnWyJCx1MfT9tk/fH5+h8g+Xe7R2nie8YxWj7HP04zpHrhlkrl5DkOpUMUldbzOiPU1BgetQE5h12z3H59BXHs9NGO4rkdrStH51pe1uR+0XZm10HW694hTO8apqNfxSeM9c+Kzi8PW+c8k4jmS0yYSdPBdQ+xa0Au3JkzkllwNPcvTxtWE0OOTblU5yrAk0cPWOuFVvNLcHKoel7KTTFj21I75NR3O59mkx7RNn1WcXr6HTPWQ8M8foe3x//4RDm3Ko0FKmLPWhCGVS6nNrUByGiROG1Y/ePlaU5VRp6k6j9SmGhWJj2Be0idc8hyrVbx1HK57wahAVYnDYQ7hb+DCnbnvivwsNCxDKx10H/eZPlu841bw3CFDeLgS6URXgQ6I15iORtCI6KOjhvx7epfDV2BmkHjJbO9I1PFevhD48vji4tKooFKVEAa0pjKq8xW4tJ+yxymF9qntLVhTWObwW/ieh498WAY1wdJAo3vtPMU9A54ux/IKsPLvTd7Ia7VnQAX8/ednr7m9QO19Zdor9BI8+zKTukY1QjiAl+n2kXhHDm/Dm+EIPSINpdlrYo/Tgj2fKodcX4q81oHpgxBpaOTyEayNA7tcbkpMn3to06rSPDK/RSp/yNaJz8tx1elNbt6K3ME0Yyvp05s2fDUOXePJ0J/dsaYGjTVQ8DMLTcd9WeeVdJRhlbFaqufb1jN//fw8DemfS78anh0Wtb05xUuoCq0C9QpGZSRNV4cfvgJ3FFWzX5pec1+eS84jQghfmENndqJno5lzaA3YWwvKTPZGyFMKLKpM1xQaqjR6lQnhFUT/wlPABkufK72ubHFv0CDu4W6CHksrFy808ViWUWhW3hz7Chzn5KmjoLNUaK0d9emVEHJUIuVYoRDChcFUyeRVk33sMCYN+3spc4bTEPurwmOTZZcpsK7fygZrlMvAEcKJVNNJrl36K7E9q1BNQ0MIJ1FZD9Z76ohMmvz8ElTWgwK6O6A9DyF8OTAVlY0L4TjQMK3YX4W8BGW+Gvnke8aNMDMaUpFRPFVWo7A23PYEoOuUhWdHU4k2fdwfXKMOYsm1Ldo6tzJZQv4j8vG8Kr/SrxG8cOAZU3i+LeXTlj9+fs40CgJrpzx/+fysID+l264CK3vo6asexJkRsuN1qWSC4GlYhbYhtHmO8nD/h/wppDLxzHRMoVU5WqoVmj/Tg0LpOQqgwrZC45ogfltZ4Hr7XJt+79kRqgvPVzIJIYRwL6ox4+0wW3ni4MJgfKl68Su48ERhaya1Gc0fhU999rA3jbYcmr+K9rxHm05b3yU0VSUvwITs+moPCwcSoVDCC6fElxYiR1B9E1jloNKylcyh2/MRXp+qviNoICDfzZCpEvAWu5qwEYzKybX2fITi9OqL9npwTvsK1Sxt10S72kJWzMYLDa1GubZBr0ec3UMeiQtbQnZP15L58UYJIYSLgXnTtPByyB+suSQFZcbAtTtCuS8rbEC4XkB/+xEOhG6naZsELG0Pb6Lqnt4DNBVUo7XnIxSfuPJF6NoS+vMKj/v2Vd8eMDMehAtbPgrm2gi4PQc5gRQ0ToALi6U7z8/aXqX/GBCqV55jBOZvwDn3irfnPbSM16IIwXM+0yOAuLeBSkqQ0shwImgoGhJhnwyafauuGEIIx1G94Qnh3jCoK9wCVnHMsbVE7sGU0Fd5WuFp0dKe99BiSAsW+WF8NdlDix7y8Hx0/dJQcQmw3Qt95taC1quI8PU8LC3rQa/cSIf7owa+DFS6EtCSsIFjBKSKtudLSJuB5zjmOW+AEEIIY7JIeCGM7hmoXoBPt8IJuHB/+QhM33zOu4SmbYJ0fOrH+WixBKTh00rNsx+JC2RmJSd8caK5uubaWiSxupuZe7uwt+yhvgUzFZL2KwgXtoTl18CFuITi+cLI91CHEEL4kSxqXkiEHZ4H067HLiauAkL2V06zaCHjC5d2nh0a9grHFy4RdgghXJ+17tkvR2/TSw/crwiTQRCYjfjguMY9+2VxV6Yc9woSIEKWYH1Dz6wLNayEKV27oSfCDiGE17B2NiL7zKCJ/dbMRM/6fWhnK+GDmdkIINR2gKTB5Aup7kfYG0CgEpw+1SAIuLoPEXYIIYSrkRflLyKCfhERdPgXvmhSCCdwtGBZUOllxiu4jYKcUcA/f36+irJx5SySbwOnEZWVH2MJLb+XII6W4sRtnVIV7qAa4ekD5+Th6S/lBW2dW5mMUEO6kvzQuBSSRL0FOFam7njyn1ym8B5vicrnUVVCBZWAffeUqEZ0pU98eSf1G36k6QLo4XWpZDLD3z8/oWxcCkKrilaACLv9XWtp5hZBu+fPcUFzn8JKcGJJ0MRXPWZ6g9PWpZUJqNEUHOIqfnX/u2apu8BI0MTtZVjRCtpbe+n59jlYq9GzeJ0rmYwY/uIlhSQxKu8Z6bhnOmCLRqtxXOMqYfNMq1GwJGjQc2XXXcDrXMnkMcz0jHAAEXQIIYRwA5jqrV0IhY1czqn/yMn+B5cT9J8+whMFzXz/MvXi/3Vnl+dhI3LqPFHQaLPCZYhGF9BCcg2CvFd7OELQbTkoZ+tinfHSVel4fZcgLgF2fUONQoDPEt6hjeTXVsDL0ZazKnePpXSWkH+beKQhRs+VkBCt69MWL5haUBmeBWkvCVoLBeIgpPZ8CU+nqu8IF/JsT/gBCkDmvuLxggGV8fOjUff0bgqVoCmrC1rnMJNOVd8Ro4acwjVDGuUF03UKd6awSVv5Cy+HuryutedLeJyqvmipN5Br7SjtaUiIxFVwMue8/ZX2s6EcLuiqHJy7drXnFW06bX1HkP4hGr0VCqrWVmVmK/3Wgt8N746YFRhpieL7/ocwoLKNLmi0l9Da9rNt/eOoBC3NFgi6EirmI0zSCppz+Pnzs6fRsHku+tVAgD6Sc6ywhOLEdIQQQggnwkC7xmEUdnC5N9VCKzrNb9GIWafLFbmkoOlqEqoWHXBnQV92ro43rbVrdxb0ZZEmu3DvKmitPgmXwk3HEwT9SLyRgJ7hmtSeL0E6bld5btb55Br8iB+trUZzCRoh6c2JhObnI2gUCVrxed6FX4F3UB5CH8xHz12aJUEjFGkRA2t7PsIFjeDQ5pdvCXg3FFzds+3SlaBxn7bnwtMhCBc0nwh7zQqP/B7Dq0yHBExDqbGWGlvPPYZW0AiESqN9gLBaLfXzHgiTeLfdErAWKue2LpyAtgCgGequ4QTUbTEDt+qGdwMBYzoI0egXMDsAhY1gOjIQhhBCCDeE5Xqmoy8ggn4REXQIYSXyzRDCyfDy4RauA70SGr2fY8BBc/TaSH5rPdeeL0Ecd17p2F9P9Zj6reYrIsG0fuhqNEdzJGj9mi3PEdrzERIu6el4jWYOf6v5aiBoKkthXUAjQauBiMOz7fkI12h/Xrj9de0F8lDZqvuXxisOI0EfpdEgTW7L0GP4W81XhQq2Qq0EjQ2VoNFCjqWJ7fkICZVndDwr6BBCCCGEME011QsnUM2fwwlE0C+C1V9WaOEZ9LxlIdwHvG5osFyVDIT+j29LuOcNSMN7A/Z+tneQDukJnpt543Ib5Ed2ga3x9+o5hCSHP9fwSWv2MuM6dV+30pTr9VFIeySsWVwoLljO9QLAv2fYwwXNc5RnzRc6b8Fa4TqVoCVYPjEBrtGcexAuaD4R9uxLhNswMhWytQpuO3umQ7gAl/B4EjANp8Z7BK5Za0AgPCsTgbCUFtdm00WYxFVPQOCce4OFEEIIIYRNMLV61Nz1qkTQLyKCDiGE64KjCOdQOJi9X77BZcrgqcahoeJ1W2DLl28qZz9E0B0QlgSGZrd+5J7jn2ck1Ah6gr1fvmHu7XY9gj4BhNy+24ugQwghhBAeAQuY2Z2oYSe3/eWBs6mcSj209Pa9cTzHogX2bJb8Msz8+7wEzL46CdU3J4YB7lQCdyC5piNohIqQfWNjBD3JWrvqvowI+iQQsms/djuCDiGEEEIIX421vg7mzPJ56Jutera93/pCwgczvg4WKwjNtxaABFvdz8rRmPV1AOceF/7y+Qnt/QjamPV1SHNlIsC1t3c/gl6JTAPeO31K69Hi9j640EMIIYQQwnaYUzHf4o1qu8II4bag2Dh/otThMUSpw+PAtYPrR26fEEL4LXIQL4UQbsWVlfaXj8A8k8D3XTLnNDRnIei9oCO3ypFzGl6HHZHeUtloZFxBqht5rqFVaJeTv0vdw0i25DNTft4LnylLGOnJHvy1KcHlu6rzqhKeQE/ZiNOr7Fr++BH+9BGOSq8q288fQd8QAdV1TWMgXCAdtsa4MJHTyHdKnjOr9qr8Kq8rctU2XDtSwZbKMqMnW0C+/B2F2qvKT0x1XhLiN2YQDMKnEaqHqsoCz3jvIT223VRpEAeFhl56DnFQLG/Yipm0uEecUVpCCg08g4wkdJDcltIjz61KTbptp+GYa7N12EJPlrN6cgSUoe2o1Hm680rwFBqB9azPSHFGFSV9rKfopUfBNQRVoWrQUdmAXZ+ulII0K9rralQvSyWrUfmrhqnKXym1yrBGqdeWpydLzmf0ZC/UbU39foBCUThPhGvVvKVX2TY+le5ZamdGEYmD4EeVXEqLZ7kvKJ93LlADCz+umCk7cH+rpeaYa1732Xz3UOVB+Wf1BLZ0bCDPQ353QMJThr0K6X47DG/liAZaKhvp67qHnkB1H/QpSFNWmnRnoW5LSj0jW6/HqHPvYVSWkZ4cAfU7u55fDjVYCCGEEEIIIYQQQghjRi7NEG5HlHoCvSA4w/EfjidKPYC3TIQj3kSG8HbY2afeHqUOt2dpc0z2CIRHEEt9D7T+wfis2QR2CFhCVxLOfSebFy7KNJYHowf3iae4PqKM7q9lVJ5R+26FHXz+N97UoTd69vaynwIVpcJeaXpV1bMqC4lAqz21VGBmT/UVocxb90BTb/9aEvi10f09VOXheLZ994K8+MpbWw+UfE+n3Yx6mSxIRSU0IeX+/Ue4qzILyr5VqZFjK0OOZY1H9/ew1D4z7Yv1Jk4vLFl30myNG+Xx5/fWbxUU1nsu55Vw9iq1V/DdYQnK/hRLDbPtu4cjvsl+GBSECnol6VE94bTXqx4KNNDTpx895XD5kUZrhUf3t1KVh2Ou+fVe+4YQwr+sEsN/ZVHcOjJcEm+rBSMdH0FIb2k+GcIuenO/FoZTgtMqqxhNd7jv7qcQDmVGqUdKKuUeeVtk8Qmx1OE0RkrN/dG0Y1apBffJk7RDOJwlr4Gsas+6Splbizsz/ZhR/hBCCCGEEEIIIYTwDvDazOxHCQ242uRKa9/kgXy9oxcn4Xii1CuRsvqLid5OrtGLk3AOUeoN8HKCH9nGQiM4BFgpbpQ63AZZApSbt3i9fRJR6nALUF6U2PdbcK16HR2lDrcBJUVZtVBsFVeKr/vVf5OEc3DZ+7onXAxvqMryM2poCqS4PpKM7m9hVKZ2IxbnlZdoLRiHS/7UQPgtNPzMar2aztBo7/ryKlRl4phrfp14Z1hOZHapnxoI39ij1DScrLCQFVXDLt3fS1UmQfpY0TZ/B+tNnF5Ysu6k2a5lKI8/f0QdH48LbG3osUepR5Z4dH8vPaVGGbknOO8p/1Yu9VMD4bfMKnVPMbBGuk4arRUe3d9DVSaOuebXvQwhhPBasFQEkBX0YTeEW8GQ2i6CmKfilz5qeA/hpcgyt3PHvGwJj0ELpEw/wu2RMrdTkRBCCCGEEEIIIZxIFuThkaDYM/tkQrgNUerwONhnwzbe7PgLIYQQQrg3mtcRjti8JFdVb55IHsqv2tI6ur+FUZlcBtpPfgSUX+kSXL6/fAQWiITqd1bCBthOyjeXXZg0wpLfFIXY+v1DKZYrKseKN7q/l6UyubIdlWf73ckqL5HvJx4EjdfuleZ46UsBCH6rUpNm22E45hr3Rvf3UpUJVGcsNPlRvzMUjPzbUYB6HTkyhA/UoD5EtorlQ3MVqkaZVWrvRKP7zlFlAs5RZPIi/7YMR6D6hRfTa3RHCjBq9CotjrnmjevxRvf3UqVFPVBiz5Nr1Rx3S0cC8mN6EV6AW2kafAYaaEmppSRqaNInH4e8dL+yXqP7axmVSZ1J94/qRII6HFWXEEIIIYQQQgghhBAGjFx4IdyOKHV4HFHqEEIIIYQQtuMbgWY3PIXwVtip9o4/pvTOUu2II3/uE09xvUxs8dQ2T93f2+lGZSI/v+5lCBeGhn3lH1OiiK0CkffSX8q5wguuV18k2EJVJo655teJl9Hr4qAke/6YEqvlcdtQWbVKgSql5VjWWsf+HNerfdtbqMokyIe6tOULF+UdX/ysFMitsqiuCZ4ljaOsZk+p6ZSeB+c95Q9fmJ5iYBF13a20I2U+2mpWZVJeft3LGEIIIYQQQgghhBDCRTjLbRbCW0Gx8yWB8Cii1OFx8IaN/Q55exZCCFfDd9h5CCGE8Gq0R1jBt1e+4o92NGdv8xZyK2ZOH6Zo9ylLgSrlOnq/NXnO/olSb49zCENQHiyng6K1146AdNtvq3BcfS0rSh02gSK1ynQ2UmKf/sRSh0NAWfb+0Y7PjaswsvZLihulDqvBQqN4r7TUbqVR2gosNpZbHeOoL9eGEEIIIYQQQgghvBf3evQ8IyHcliN/bTV8EeSjVjjSMu7drPSOt5zh5mABZzc0rYH09mxW4pp3tCh22AzKdMTmJZQwm5XC20HZjrSIUmK3uNmsFF4GCrW0oSmblcLtwEKjnEdZarfSKG1FNiuFEEIIIYQQQgghhLAJufMUei64Lbh/u/Vlty69yp249Dzg28bHHT93+A5+4TP2flTpoLRSvp8/gvukFV+KO3reIU51PYRfQUEqi7gFvYAhPawyv3HdUzwpsVvr2eej1KELClVNAbaCkqGIKCfTjGrfh6j2TM8+H6UOJSjEkXs/NF/2TsK19kcmue9TDBSYqcns8xClDiUoD8p5tKVG2aT4rngooq578M6x9DxI8XU/e0dCCCGEi/LTT/8PFvgNRH1QGgAAAAAASUVORK5CYII=)
A. 8281
B. 7281
C. 7182
D. 7181
E. 7981
Ans. A.
Solution:
Question. 11.
What should come at the place of question mark (?) in the following question?A. 3
B. 9
C. 27
D. 81
E. 729
Ans. B.
Solution:
Question. 12.
What should come at the place of question mark (?) in the following question?A. 2197
B. 729
C. 1089
D. 1369
E. 2209
Ans. D.
Solution:
Question. 13.
What should come at the place of question mark (?) in the following question?A. 41/9
B. 9/43
C. 9/41
D. 41/7
E. 43/9
Ans. E.
Solution:
Question. 14.
What should come at the place of question mark (?) in the following question?A. 267.98
B. 276.89
C. 276.98
D. 267.89
E. 268.98
Ans. A.
Solution:
Question. 15.
What should come at the place of question mark (?) in the following question?
![](data:image/png;base64,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)
A. 45%
B. 55%
C. 65%
D. 50%
E. 60%
Ans. B.
Solution:
![](data:image/png;base64,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)
A. 45%
B. 55%
C. 65%
D. 50%
E. 60%
Ans. B.
Solution:
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