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. 2022 Sep 15;8(9):e10599. doi: 10.1016/j.heliyon.2022.e10599

Table 2.

Rotated component matrix with descriptive statistics.

Attributes Mean Score Std. Deviation Factor Loadings Factor Mean Reliability (Cronbach’ α) Eigen Value Total Variance Explained Literature/Source Review
Social Influence (SI)
I usually consult my friends when buying a Smartphone brand. 3.65 1.119 .919 3.56 .835 2.17 12.90% Shabrin et al. (2017)
I love to have the same Smartphone as my family members. 3.70 1.078 .899
My friends always persuade me to buy the same phone as theirs. 3.34 1.367 .771
Product Features (PF)
I choose a Smartphone that has a superior camera. 4.73 .458 .922 4.69 .919 4.59 21.25% Chow et al. (2012); Kaushal and Kumar (2016); Trivedi and Raval (2018)
I consider the speedier internet accessibility of the Smartphone. 4.69 .466 .898
I choose a Smartphone that has a mature app store. 4.76 .423 .886
I consider the operating system of the Smartphone. 4.69 .466 .803
I consider the design of Smartphone when I purchase it. 4.58 .506 .773
Brand Image (BI)
I consider the brand image when buying a Smartphone. 4.22 .940 .841 4.17 .818 2.96 14.73% Chow et al. (2012); Kaushal and Kumar (2016); Trivedi and Raval (2018)
I purchase my favorite brand of Smartphone only. 4.26 .850 .834
I purchase a brand from my past using experience. 3.95 1.034 .765
I consider the country of origin of the brand. 4.23 .889 .708
Purchase Intention (PI)
I will use Smartphone regularly in the future. 3.81 .870 .821 3.81 .768 1.62 11.65% Maduku (2013); Warshaw and Davis (1985)
Purchase intention then make me to final purchase of the brand. 3.50 .843 .818
I intend to start/continue using Smartphone in the future. 4.12 .789 .769
Product Price (PP)
I am willing to buy branded Smartphone even the price is higher. 3.44 .826 .875 3.44 .725 1.51 10.93% Chow et al. (2012); Trivedi and Raval (2018)
I prefer buying Smartphone during price deduction period only. 3.77 .833 .799
I compare prices of other brands before I choose one. 4.03 .853 .722

Extraction Method: Principal Component Analysis.

Rotation Method: Varimax with Kaiser Normalization.a

a

Rotation converged in 5 iterations.