How can you roll a dice by tossing a coin? Can you use your probability knowledge? Use your conditioning skills.
P1 (Sequence and Series)
P2 (Univariate Differential Calculus)
P3 (Univariate Differential Calculus)
P4 (Probability)
P5 (Univariate Distributions)
P6 (Standard Univariate Distributions)
P7 (Multivariate Distributions)
P8 (Standard Univariate Distributions)
P9 (Estimation)
P10 (Testing of Hypothesis)
P11 (Sequence and Series)
P12 (Multivariate Differential Calculus)
P13 (Integral Calculus)
P14 (Integral Calculus)
P15 (Matrices and Determinants)
P16 (Matrices and Determinants)
P17 (Probability)
P18 (Probability)
P19 (Univariate Distributions)
P20 (Univariate Distributions)
P21 (Standard Univariate Distributions)
P22 (Multivariate Distributions)
P23 (Multivariate Distributions)
P24 (Limit Theorems)
P25 (Estimation)
P26 (Multivariate Distributions)
P27 (Multivariate Distributions)
P28 (Estimation)
P29 (Testing of Hypothesis)
P30 (Testing of Hypothesis)
P31 (Sequence and Series)
P32 (Multivariate Differential Calculus)
P33 (Matrices and Determinants)
P34 (Probability)
P35 (Standard Univariate Distributions)
P36 (Standard Multivariate Distributions)
P37 (Multivariate Distributions)
P38 (Standard Multivariate Distributions)
P39 (Estimation)
P40 (Testing of Hypothesis)
P41 (Sequence and Series)
P42 (Univariate Differential Calculus)
P43 (Matrices and Determinants)
P44 (Multivariate Distributions)
P45 (Standard Univariate Distributions)
P46 (Univariate Distributions)
P47 (Multivariate Distributions)
P48 (Multivariate Distributions)
P49 (Estimation)
P50 (Testing of Hypothesis)
P51 (Multivariate Differential Calculus)
P52 (Integral Calculus)
P53 (Matrices and Determinants)
P54 (Probability)
P55 (Univariate Distributions)
P56 (Standard Univariate Distributions)
P57 (Multivariate Distributions)
P58 (Multivariate Distributions)
P59 (Estimation)
P60 (Testing of Hypothesis)
P1 (Sequence and Series)
P2 (Univariate Differential Calculus)
P3 (Integral Calculus)
P4 (Matrices and Determinants)
P5 (Probability)
P6 (Standard Univariate Distributions)
P7 (Univariate Distributions)
P8 (Sampling Distributions)
P9 (Limit Theorems)
P10 (Estimation)
P11 (Sequence and Series)
P12 (Sequence and Series)
P13 (Univariate Differential Calculus)
P14 (Multivariate Differential Calculus)
P15 (Integral Calculus)
P16 (Integral Calculus)
P17 (Matrices and Determinants)
P18 (Matrices and Determinants)
P19 (Probability)
P20 (Univariate Distributions)
P21 (Regression)
P22 (Standard Univariate Distributions)
P23 (Standard Univariate Distributions)
P24 (Multivariate Distributions)
P25 (Standard Univariate Distributions)
P26 (Sampling Distributions)
P27 (Estimation)
P28 (Estimation)
P29 (Limit Theorems)
P30 (Testing of Hypothesis)
P31 (Sequence and Series)
P32 (Multivariate Differential Calculus)
P33 (Integral Calculus)
P34 (Matrices and Determinants)
P35 (Standard Univariate Distributions)
P36 (Multivariate Distributions)
P37 (Sampling Distributions)
P38 (Limit Theorems)
P39 (Estimation)
P40 (Testing of Hypothesis)
P41 (Sequence and Series)
P42 (Univariate Differential Calculus)
P43 (Integral Calculus)
P44 (Matrices and Determinant)
P45 (Multivariate Distributions)
P46 (Standard Univariate Distributions)
P47 (Standard Univariate Distributions)
P48 (Sampling Distributions)
P49 (Estimation)
P50 (Testing of Hypothesis)
P51 (Univariate Differential Calculus)
P52 (Univariate Differential Calculus)
P53 (Matrices and Determinants)
P54 (Matrices and Determinants)
P55 (Standard Univariate Distributions)
P56 (Standard Univariate Distributions)
P57 (Standard Univariate Distributions)
P58 (Estimation)
P59 (Estimation)
P60 (Testing of Hypothesis)
P1 (Sequence and Series)
P2 (Multivariate Differential Calculus)
P3 (Integral Calculus)
P4 (Matrices and Determinants)
P5 (Univariate Distributions)
P6 (Univariate Distributions)
P7 (Standard Univariate Distributions)
P8 (Limit Theorems)
P9 (Estimation)
P10 (Testing of Hypothesis)
P11 (Sequence and Series)
P12 (Sequence and Series)
P13 (Univariate Differential Calculus)
P14 (Univariate Differential Calculus)
P15 (Integral Calculus)
P16 (Integral Calculus)
P17 (Matrices and Determinants)
P18 (Matrices and Determinants)
P19 (Probability)
P20 (Probability)
P21 (Univariate Distributions)
P22 (Univariate Distributions)
P23 (Univariate Distributions)
P24 (Univariate Distributions)
P25 (Univariate Distributions)
P26 (Multivariate Distributions)
P27 (Estimation)
P28 (Estimation)
P29 (Testing of Hypothesis)
P30 (Testing of Hypothesis)
P31 (Sequence and Series)
P32 (Univariate Differential Calculus)
P33 (Matrices and Determinants)
P34 (Matrices and Determinants)
P35 (Univariate Distributions)
P36 (Standard Univariate Distributions)
P37 (Multivariate Distributions)
P38 (Limit Theorems)
P39 (Estimation)
P40 (Testing of Hypothesis)
P41 (Sequence and Series)
P42 (Univariate Differential Calculus)
P43 (Integral Calculus)
P44 (Matrices and Determinants)
P45 (Univariate Distributions)
P46 (Univariate Distributions)
P47 (Probability)
P48 (Multivariate Distributions)
P49 (Estimation)
P50 (Estimation)
P51 (Sequence and Series)
P52 (Sequence and Series)
P53 (Integral Calculus)
P54 (Matrices and Determinants)
P55 (Probability)
P56 (Univariate Distributions)
P57 (Multivariate Distributions)
P58 (Univariate Distributions)
P59 (Estimation)
P60 (Testing of Hypothesis)
P1 (Sequence and Series)
P2 (Sequence and Series)
P3 (Sequence and Series)
P4 (Matrices and Determinants)
P5 (Univariate Distributions)
P6 (Univariate Distributions)
P7 (Univariate Distributions)
P8 (Estimation)
P9 (Multivariate Distributions)
P10 (Regression)
P11 (Univariate Differential Calculus)
P12 (Univariate Differential Calculus)
P13 (Multivariate Differential Calculus)
P14 (Matrices and Determinants)
P15 (Integral Calculus)
P16 (Matrices and Determinants)
P17 (Matrices and Determinants)
P18 (Matrices and Determinants)
P19 (Univariate Distributions)
P20 (Standard Univariate Distributions)
P21 (Limit Theorems)
P22 (Univariate Distributions)
P23 (Standard Univariate Distributions)
P24 (Multivariate Distributions)
P25 (Multivariate Distributions)
P26 (Multivariate Distributions)
P27 (Multivariate Distributions)
P28 (Estimation)
P29 (Testing of Hypothesis)
P30 (Testing of Hypothesis)
P31 (Sequence and Series)
P32 (Sequence and Series)
P33 (Sequence and Series)
P34 (Univariate Differential Calculus)
P35 (Probability)
P36 (Estimation)
P37 (Estimation)
P38 (Estimation)
P39 (Estimation)
P40 (Estimation)
P41 (Sequence and Series)
P42 (Integral Calculus)
P43 (Integral Calculus)
P44 (Integral Calculus)
P45 (Probability)
P46 (Multivariate Distributions)
P47 (Probability)
P48 (Probability)
P49 (Limit Theorems)
P50 (Estimation)
P51 (Univariate Differential Calculus)
P52 (Matrices and Determinants)
P53 (Univariate Differential Calculus)
P54 (Integral Calculus)
P55 (Univariate Distributions)
P56 (Multivariate Distributions)
P57 (Univariate Distributions)
P58 (Univariate Distributions)
P59 (Testing of Hypothesis)
P60 (Sampling Distributions)
P1 (Matrices and Determinants)
P2 (Matrices and Determinants)
P3 (Sequence and Series)
P4 (Sequence and Series)
P5 (Univariate Distributions)
P6 (Standard Univariate Distributions)
P7 (Univariate Distributions)
P8 (Univariate Distributions)
P9 (Standard Univariate Distributions)
P10 (Estimation)
P11 (Probability)
P12 (Univariate Distributions)
P13 (Standard Univariate Distributions)
P14 (Standard Univariate Distributions)
P15 (Multivariate Distributions)
P16 (Sampling Distributions)
P17 (Univariate Distributions)
P18 (Estimation)
P19 (Estimation)
P20 (Estimation)
P21 (Testing of Hypothesis)
P22 (Testing of Hypothesis)
P23 (Integral Calculus)
P24 (Univariate Differential Calculus)
P25 (Multivariate Differential Calculus)
P26 (Sequence and Series)
P27 (Univariate Differential Calculus)
P28 (Integral Calculus)
P29 (Matrices and Determinants)
P30 (Integral Calculus)
P31 (Matrices and Determinants)
P32 (Sequence and Series)
P33 (Univariate Differential Calculus)
P34 (Univariate Differential Calculus)
P35 (Probability)
P36 (Univariate Distributions)
P37 (Estimation)
P38 (Estimation)
P39 (Estimation)
P40 (Testing of Hypothesis)
P41 (Univariate Distributions)
P42 (Univariate Distributions)
P43 (Standard Univariate Distributions)
P44 (Multivariate Distributions)
P45 (Multivariate Distributions)
P46 (Sampling Distributions)
P47 (Univariate Differential Calculus)
P48 (Integral Calculus)
P49 (Matrices and Determinants)
P50 (Sequence and Series)
P51 (Matrices and Determinants)
P52 (Integral Calculus)
P53 (Integral Calculus)
P54 (Integral Calculus)
P55 (Univariate Distributions)
P56 (Sampling Distributions)
P57 (Multivariate Distributions)
P58 (Multivariate Distributions)
P59 (Limit Theorems)
P60 (Univariate Distributions)
P1 (Matrices and Determinants)
P2 (Matrices and Determinants)
P3 (Integral Calculus)
P4 (Integral Calculus)
P5 (Standard Univariate Distributions)
P6 (Probability)
P7 (Univariate Distributions)
P8 (Univariate Distributions)
P9 (Limit Theorems)
P10 (Regression)
P11 (Multivariate Distributions)
P12 (Limit Theorems)
P13 (Estimation)
P14 (Sampling Distributions)
P15 (Standard Univariate Distributions)
P16 (Univariate Distributions)
P17 (Testing of Hypothesis)
P18 (Sampling Distributions)
P19 (Estimation)
P20 (Testing of Hypothesis)
P21 (Estimation)
P22 (Multivariate Distributions)
P23 (Not in Syllabus)
P24 (Sequence and Series)
P25 (Univariate Differential Calculus)
P26 (Univariate Differential Calculus)
P27 (Multivariate Differential Calculus)
P28 (Not in Syllabus)
P29 (Integral Calculus)
P30 (Matrices and Determinants)
P31 (Matrices and Determinants)
P32 (Sequence and Series)
P33 (Univariate Differential Calculus)
P34 (Univariate Differential Calculus)
P35 (Probability)
P36 (Estimation)
P37 (Testing of Hypothesis)
P38 (Estimation)
P39 (Estimation)
P40 (Univariate Distributions)
P41 (Sampling Distributions)
P42 (Univariate Distributions)
P43 (Multivariate Distributions)
P44 (Multivariate Distributions)
P45 (Limit Theorems)
P46 (Standard Univariate Distributions)
P47 (Matrices and Determinants)
P48 (Sequence and Series)
P49 (Univariate Differential Calculus)
P50 (Integral Calculus)
P51 (Integral Calculus)
P52 (Matrices and Determinants)
P53 (Integral Calculus)
P54 (Sequence and Series)
P55 (Limit Theorems)
P56 (Multivariate Distributions)
P57 (Multivariate Distributions)
P58 (Univariate Distributions)
P59 (Univariate Distributions)
P60 (Standard Univariate Distributions)
P1 (Estimation)
P2 (Multivariate Distributions)
P3 (Testing of Hypothesis)
P4 (Standard Univariate Distributions)
P5 (Probability)
P6 (Testing of Hypothesis)
P7 (Matrices and Determinants)
P8 (Sequence and Series)
P9 (Univariate Differential Calculus)
P10 (Univariate Differential Calculus)
P11 (Estimation)
P12 (Multivariate Distributions)
P13 (Probability)
P14 (Estimation)
P15 (Estimation)
P16 (Estimation)
P17 (Univariate Distributions)
P18 (Testing of Hypothesis)
P19 (Standard Univariate Distributions)
P20 (Multivariate Distributions)
P21 (Estimation)
P22 (Standard Univariate Distributions)
P23 (Univariate Differential Calculus)
P24a (Matrices and Determinants)
P25a (Matrices and Determinants)
P26 (Univariate Differential Calculus)
P27a (Matrices and Determinants)
P28 (Integral Calculus)
P29 (Matrices and Determinants)
P30 (Integral Calculus)
P1 (Sequence and Series)
P2 (Not in Syllabus)
P3 (Univariate Differential Calculus)
P4 (Univariate Differential Calculus)
P5 (Multivariate Distributions)
P6 (Estimation)
P7 (Estimation)
P8 (Multivariate Distributions)
P9 (Limit Theorems)
P10 (Estimation)
P1 (Sampling Distributions)
P2 (Standard Univariate Distributions)
P3 (Estimation)
P4 (Univariate Distributions)
P5 (Probability)
P6 (Standard Univariate Distributions)
P7 (Integral Calculus)
P8 (Integral Calculus)
P9 (Univariate Differential Calculus)
P10 (Univariate Differential Calculus)
P11 (Multivariate Distributions)
P12 (Univariate Distributions)
P13 (Limit Theorems)
P14 (Regression)
P15 (Univariate Distributions)
P16 (Univariate Distributions)
P17 (Integral Calculus)
P18 (Matrices and Determinants)
P19 (Not in Syllabus)
P20 (Integral Calculus)
P1 (Univariate Differential Calculus)
P2 (Univariate Distributions)
P3 (Standard Univariate Distributions)
P4 (Probability)
P5 (Matrices and Determinants)
P6 (Matrices and Determinants)
P7 (Matrices and Determinants)
P8 (Multivariate Distributions)
P9 (Sequence and Series)
P10 (Testing of Hypothesis)
P11 (Testing of Hypothesis)
P12 (Estimation)
P13 (Multivariate Distributions)
P14 (Univariate Distributions)
P15 (Standard Univariate Distributions)
P16 (Multivariate Differential Calculus)
P17 (Integral Calculus)
P18 (Limit Theorems)
P19 (Standard Multivariate Distributions)
P20 (Probability)
P21 (Integral Calculus)
P22 (Matrices and Determinants)
P23 (Not in Syllabus)
P24 (Sequence and Series)
P25 (Univariate Differential Calculus)
P26 (Integral Calculus)
P27 (Matrices and Determinants)
P28 (Limit Theorems)
P29 (Estimation)
P30 (Multivariate Distributions)
P31 (Univariate Distributions)
P32 (Standard Univariate Distributions)
P33 (Estimation)
P34 (Estimation)
P35 (Not in Syllabus)
P36 (Integral Calculus)
P37 (Probability)
P38 (Estimation)
P39 (Multivariate Distributions)
P40 (Multivariate Distributions)
P41 (Testing of Hypothesis)
P42 (Not in Syllabus)
P43 (Multivariate Differential Calculus)
P44 (Standard Multivariate Distribution)
P11 (Univariate Distributions)
P12 (Multivariate Distributions)
P13 (Testing of Hypothesis)
P14 (Standard Univariate Distributions)
P15 (Estimation)
P16 (Probability)
P17 (Univariate Differential Calculus)
P18 (Sequence and Series)
P19 (Matrices and Determinants)
P20 (Not in Syllabus)
P21 (Matrices and Determinants)
P22 (Univariate Differential Calculus)
P23 (Sequence and Series)
P24 (Multivariate Differential Calculus)
P25 (Multivariate Distributions)
P26 (Multivariate Distributions)
P27 (Estimation)
P28 (Standard Multivariate Distributions)
P29 (Multivariate Distributions)
P30 (Univariate Distributions)
P1 (Matrices and Determinants)
P2 (Integral Calculus)
P3 (Integral Calculus)
P4 (Sequence and Series)
P5 (Multivariate Differential Calculus)
P6 (Sequence and Series)
P7 (Probability)
P8 (Probability)
P9 (Standard Univariate Distributions)
P10 (Multivariate Distributions)
P11 (Sampling Distributions)
P12 (Limit Theorems)
P13 (Estimation)
P14 (Estimation)
P15 (Testing of Hypothesis)
P16 a (Matrices and Determinants)
P16 b (Sequence and Series)
P17 (Not in Syllabus)
P18a (Multivariate Differential Calculus)
P18b (Univariate Differential Calculus)
P19a (Integral Calculus)
P19b (Matrices and Determinants)
P20a (Standard Univariate Distributions)
P20b (Standard Univariate Distributions)
P21a (Standard Univariate Distributions)
P21b (Estimation)
P22a (Univariate Distributions)
P22b (Multivariate Distributions)
P23a (Estimation)
P23b (Estimation)
P24 a (Estimation)
P24 b (Estimation)
P25a (Testing of Hypothesis)
p25b (Testing of Hypothesis)
P1 (Univariate Differential Calculus)
P2 (Matrices and Determinants)
P3 (Univariate Differential Calculus)
P4 (Sequence and Series)
P5 (Univariate Differential Calculus)
P6 (Integral Calculus)
P7 (Testing of Hypothesis)
P8 (Estimation)
P9 (Estimation)
P10 (Standard Multivariate Distributions)
P11 (Sampling Distributions)
P12 (Probability)
P13 (Univariate Distributions)
P14 (Standard Univariate Distributions)
P15 (Standard Univariate Distributions)
P16a (Probability)
P16b (Probability)
P17 (Univariate Distributions)
P18a (Univariate Distributions)
P18b (Multivariate Distributions)
P19a (Multivariate Distributions)
P19b (Univariate Distributions)
P20a (Estimation)
P20b (Estimation)
P21 (Testing of Hypothesis)
P22a (Univariate Differential Calculus)
P22b (Univariate Differential Calculus)
P23a (Univariate Differential Calculus)
P23b (Not in Syllabus)
P24 a (Multivariate Differential Calculus)
P24 b (Sequence and Series)
P25 (Matrices and Determinants)
P1 (Probability)
P2 (Estimation)
P3 (Standard Multivariate Distributions)
P4 (Integral Calculus)
P5 (Probability)
P6 (Univariate Differential Calculus)
P7 (Univariate Distributions)
P8 (Multivariate Distributions)
P9 (Standard Univariate Distributions)
P10 (Univariate Differential Calculus)
P11 (Matrices and Determinants)
P12 (Multivariate Distributions)
P13 (Testing of Hypothesis)
P14 (Matrices and Determinants)
P15 (Standard Univariate Distributions)
P16a (Multivariate Distributions)
P16b (Univariate Distributions)
P17 (Univariate Distributions)
P18 (Multivariate Distributions)
P19 (Estimation)
P20a (Regression)
P20b (Estimation)
P21 (Testing of Hypothesis)
P22 a (Univariate Differential Calculus)
P22 b (Sequence and Series)
P23 a (Sequence and Series)
P23 b (Multivariate Differential Calculus)
P24a (Integral Calculus)
P24b (Integral Calculus)
P25a (Not in Syllabus)
P25b (Matrices and Determinants)
P1 (Probability)
P2 (Univariate Distributions)
P3 (Univariate Distributions)
P4 (Standard Univariate Distributions)
P5 (Standard Univariate Distributions)
P6 (Multivariate Distributions)
P7 (Sampling Distributions)
P8 (Testing of Hypothesis)
P9 (Estimation)
P10 (Sequence and Series)
P11 (Univariate Differential Calculus)
P12 (Univariate Differential Calculus)
P13 (Matrices and Determinants)
P14 (Matrices and Determinants)
P15 (Not in Syllabus)
P16 (Probability)
P17 (Multivariate Distributions)
P18 (Estimation)
P19a (Testing of Hypothesis)
P19b (Estimation)
P20a (Limit Theorems)
P20b (Probability)
P21a (Multivariate Distributions)
P21b (Standard Univariate Distributions)
P22b (Sequence and Series)
P23 (Matrices and Determinants)
P24 (Univariate Differential Calculus)
P25a (Multivariate Differential Calculus)
P25b (Univariate Differential Calculus)
P1 (Sequence and Series)
P2 (Univariate Differential Calculus)
P3 (Integral Calculus)
P4 (Integral Calculus)
P5 (Matrices and Determinants)
P6 (Not in Syllabus)
P7 (Multivariate Distributions)
P8 (Standard Univariate Distributions)
P9 (Multivariate Distributions)
P10 (Estimation)
P11 (Univariate Distributions)
P12 (Limit Theorems)
P13 (Testing of Hypothesis)
P14 (Estimation)
P15 (Probability)
P16a (Probability)
P16b (Probability)
P17 (Multivariate Distributions)
P18 (Estimation)
P19 (Estimation)
P20 (Testing of Hypothesis)
P21a (Univariate Distributions)
P21b (Univariate Distributions)
P22 (Sequence and Series)
P23a (Univariate Differential Calculus)
P23b (Multivariate Differential Calculus)
P23b (Multivariate Differential Calculus)
P24a (Integral Calculus)
P24b (Matrices and Determinants)
P25 (Not in Syllabus)
P1 (Testing of Hypothesis)
P2 (Univariate Distributions)
P3 (Matrices and Determinants)
P4 (Multivariate Distributions)
P5 (Multivariate Distributions)
P6 (Estimation)
P7 (Matrices and Determinants)
P8 (Univariate Distributions)
P9 (Univariate Distributions)
P10 (Not in Syllabus)
P11 (Univariate Differential Calculus)
P12 (Probability)
P13 (Estimation)
P14 (Sequence and Series)
P15 (Integral Calculus)
P16a (Univariate Differential Calculus)
P16b (Matrices and Determinants)
P17 a (Integral Calculus)
P17 b (Sequence and Series)
P18 (Univariate Distributions)
P19 (Estimation)
P20 (Multivariate Distributions)
P21 (Estimation)
P22 (Not in Syllabus)
P23 (Limit Theorems)
P24 (Testing of Hypothesis)
P25a (Integral Calculus)
P25b (Multivariate Differential Calculus)
P1 (Sequence and Series)
P2 (Probability)
P3 (Univariate Distributions)
P4 (Univariate Differential Calculus)
P5 (Matrices and Determinants)
P6 (Probability)
P7 (Univariate Differential Calculus)
P8 (Univariate Distributions)
P9 (Standard Univariate Distributions)
P10 (Univariate Distributions)
P11 (Estimation)
P12 (Multivariate Distributions)
P13 (Integral Calculus)
P14 (Multivariate Distributions)
P15 (Sampling Distributions)
P16 (Estimation)
P17 (Matrices and Determinants)
P18a (Univariate Differential Calculus)
P18b (Integral Calculus)
P19 (Multivariate Distributions)
P20 (Multivariate Distributions)
P21 (Testing of Hypothesis)
P22 (Sequence and Series)
P23 (Univariate Distributions)
P24 (Probability)
P25 (Not in Syllabus)
P26 (Not in Syllabus)
P27 (Integral Calculus)
P28 (Matrices and Determinants)
P29 (Multivariate Differential Calculus)
P1 (Matrices and Determinants)
P2 (Matrices and Determinants)
P3 (Univariate Distributions)
P4 (Sampling Distributions)
P5 (Sampling Distributions)
P6 (Univariate Distributions)
P7 (Matrices and Determinants)
P8 (Integral Calculus)
P9 (Probability)
P10 (Multivariate Distributions)
P11 (Standard Univariate Distributions)
P12 (Limit Theorems)
P13 (Estimation)
P14 (Estimation)
P15 (Estimation)
P16 (Multivariate Distributions)
P17 (Univariate Differential Calculus)
P18 (Matrices and Determinants)
P19 (Univariate Differential Calculus)
P20 (Probability)
P21 (Univariate Distributions)
P22 (Probability)
P23 (Multivariate Distributions)
P24 (Integral Calculus)
P25 (Univariate Distributions)
P26 (Univariate Distributions)
P27 (Testing of Hypothesis)
P28 (Estimation)
P29 (Multivariate Differential Calculus)
Buy from FlipkartHow can you roll a dice by tossing a coin? Can you use your probability knowledge? Use your conditioning skills.
Listen to a frequentist's carping over Bayesian school of thinking!
In this post we will be discussing mainly about, naive Bayes Theorem, and how Laplace, developed the same idea as Bayes, independently and his law of succession goes.
