Research Article

Effects of the Shortcut Method on Students’ Performance in Solving Conic Section Problems

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Psych Educ Multidisc J, 2026, 62 (3), 267-274, DOI: https://doi.org/10.70838/pemj.620301, ISSN 2822-4353
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Abstract

This study sought to determine the effects of the Shortcut Method in solving Conic Section problems. Specifically, it aimed to determine the test performance of students on the pretest, posttest, and retention test. The study utilized an embedded mixed-methods research design to collect both quantitative and qualitative data, with the qualitative findings supporting the quantitative results. The results revealed that the Shortcut Method was effective in enhancing student retention when solving Pre-Calculus problems involving Conic Sections, particularly circles and ellipses. Participants also shared meaningful insights regarding their experiences in learning mathematics before and after the intervention. Moreover, the analysis of test performance using the mean showed an increase in average scores, indicating that the participants were able to recall and apply the concepts learned even after the intervention. Likewise, the results of the Repeated Measures ANOVA indicated significant differences among the pretest, posttest, and retention test scores. Post-hoc analysis further revealed significant differences between the pretest and posttest scores and between the pretest and retention test scores. These findings suggest that consistent practice using the Shortcut Method contributed to improved learning outcomes. Overall, the Shortcut Method proved to be an effective supplementary strategy while still recognizing the value of the traditional approach in solving Conic Section problems.
Keywords mathematics Pre-Calculus test performance Shortcut method conic section

The team behind this paper

7 authors, 1 institution.

This paper Kabankalan Catholic College — Philippines Kabankalan Catholic Col… 7 authors Cheryl Jhane DelaCruz — corresponding author CD Cheryl Jhane DelaCruz ✉ Janieza Perez JP Janieza Perez Darnie Capulan DC Darnie Capulan Kinny Dumala KD Kinny Dumala Kit Lorence Magtolis KM Kit Lorence Magtolis Paul Melcar C. Paglomutan PP Paul Melcar C. Paglomutan Jephsy Labrador JL Jephsy Labrador

Readership

231 reads over 3 months.

August 2026 October 2026

On SciChain

This article is token #9740 of SciMatic Articles (ERC-1155): 1,000,000 tokens, minted once, never more. The chain also stores a fingerprint (SHA-256) of the article's record, so anyone can check that it has not been altered.

HolderWalletTokens
SciMatic 0xc35709…277732 100,000 (10%)
Cheryl Jhane DelaCruz 0xeB8c3F…c396Ed 128,574 (12.86%)
Janieza Perez 0x1F8d37…2baEe5 128,571 (12.86%)
Darnie Capulan 0x8E742A…F6b963 128,571 (12.86%)
Kinny Dumala 0x0CeB2b…9AB2D9 128,571 (12.86%)
Kit Lorence Magtolis 0x8C2a7E…65B610 128,571 (12.86%)
Paul Melcar C. Paglomutan 0x3b4CcF…8967d6 128,571 (12.86%)
Jephsy Labrador 0x82efDF…37ff3F 128,571 (12.86%)
Content hash 0x1495e2b9df7241fbc8381ee590b54e006bdfa0aa95626d198118370de6fc4d93

Bibliographic Information

Cheryl Jhane DelaCruz, Janieza Perez, Darnie Capulan, Kinny Dumala, Kit Lorence Magtolis, Paul Melcar C. Paglomutan, Jephsy Labrador, (2026). Effects of the Shortcut Method on Students’ Performance in Solving Conic Section Problems, Psychology and Education: A Multidisciplinary Journal, 62(3): 267-274
Bibtex Citation
@article{cheryl_jhane_delacruz2026pemj,
author = {Cheryl Jhane DelaCruz and Janieza Perez and Darnie Capulan and Kinny Dumala and Kit Lorence Magtolis and Paul Melcar C. Paglomutan and Jephsy Labrador},
title = {Effects of the Shortcut Method on Students’ Performance in Solving Conic Section Problems},
journal = {Psychology and Education: A Multidisciplinary Journal},
year = {2026},
volume = {62},
number = {3},
pages = {267-274},
doi = {10.70838/pemj.620301},
url = {https://scimatic.org/index.php/show_manuscript/9740}
}
APA Citation
DelaCruz, C.J., Perez, J., Capulan, D., Dumala, K., Magtolis, K.L., Paglomutan, P.M.C., Labrador, J., (2026). Effects of the Shortcut Method on Students’ Performance in Solving Conic Section Problems. Psychology and Education: A Multidisciplinary Journal, 62(3), 267-274. https://doi.org/10.70838/pemj.620301

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