Question : Directions: Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series. jtm_r_ jt_prs_tmpr_ j_mprs
Option 1: psmjst
Option 2: pssjst
Option 3: psmjts
Option 4: pmsjst
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Correct Answer: psmjst
Solution : Given: jtm_r_ jt_prs_tmpr_ j_mprs
To fill the series we have to divide the series – jtm_r_ / jt_prs / _tmpr_ / j_mprs
Let's check each option – First option: psmjst; jtmprs / jtmprs / jtmprs / jtmprs (jtmprs is the repeated pattern in the given series) Second option: pssjst; jtmprs / jtsprs / jtmprs / jtmprs (No repeated pattern has been found) Third option: psmjts; jtmprs / jtmprs / jtmprt / jsmprs (No repeated pattern has been found) Fourth option: pmsjst; jtmprm / jtsprs / jtmprs / jtmprs (No repeated pattern has been found)
So, the series becomes→jtmprsjtmprsjtmprsjtmprs. Hence, the first option is correct.
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Option 1: DIMQZ
Option 2: EJOQY
Option 3: EJMQZ
Option 4: DJOQY
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Option 1: xxyz
Option 2: xyxx
Option 3: xyxz
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Option 1: IIKK
Option 2: MGIK
Option 3: GGMI
Option 4: IKMG
Question : Directions: Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series. _ _yx_xxy_z
Option 1: xxzx
Option 2: xxxy
Option 3: xyzx
Option 4: xyxy
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Option 1: BEKMS
Option 2: BELNU
Option 3: BELMS
Option 4: BEKNU
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