Kelab Matematik SMK Iktisam merancang untuk membuat lawatan ke Shah Alam dengan menaiki sebuah bas dan sebuah van. Program lawatan tersebut terbuka untuk disertai oleh mana-mana pelajar tingkatan 4 sekolah tersebut tetapi tertakluk kepada beberapa syarat berikut: SMK Iktisam Mathematics Club plans to make a trip to Shah Alam by taking a bus and a van. The program is open for participation by any form 4 student of the school but is subject to the following conditions: Jumlah maksimum peserta ialah 50 murid sahaja The maximum number of participants is 50 pupils only Bilangan ahli kelab Matematik dalam program ini adalah sekurang-kurang 10 orang pelajar melebihi ahli kelab lain. The number of Mathematics club members in this program is at least 10 pupils more than the number of other club members. (i) Diberi x ialah bilangan ahli kelab-kelab yang lain dan y ialah bilangan ahli kelab Matematik yang terlibat dalam program tersebut, tulis dua ketaksamaan linear, selain daripada x ≥ 0 dan y20 yang mewakili situasi tersebut. Given x is the number of other club members and y is the number of Mathematics club members involved in the program, write two linear inequalities, other than x ≥0 and y> representing the situation. (ii) Lukis dan lorek rantau yang memuaskan sistem ketaksaman linear tersebut pada graf yang disediakan di ruang jawapan. Draw and shade a region that satisfies the above system of linear inequalities on the given graph in the answer space. (iii) Daripada graf, tentukan bilangan maksimum ahli daripada kelab-kelab lain yang dibenarkan untuk menyertai program tersebut. From the graph, determine the maximum number of members from the other clubs that is allowed to join the program.
Kelab Matematik SMK Iktisam merancang untuk membuat lawatan ke Shah Alam dengan menaiki sebuah bas dan sebuah van. Program lawatan tersebut terbuka untuk disertai oleh mana-mana pelajar tingkatan 4 sekolah tersebut tetapi tertakluk kepada beberapa syarat berikut: SMK Iktisam Mathematics Club plans to make a trip to Shah Alam by taking a bus and a van. The program is open for participation by any form 4 student of the school but is subject to the following conditions: Jumlah maksimum peserta ialah 50 murid sahaja The maximum number of participants is 50 pupils only Bilangan ahli kelab Matematik dalam program ini adalah sekurang-kurang 10 orang pelajar melebihi ahli kelab lain. The number of Mathematics club members in this program is at least 10 pupils more than the number of other club members. (i) Diberi x ialah bilangan ahli kelab-kelab yang lain dan y ialah bilangan ahli kelab Matematik yang terlibat dalam program tersebut, tulis dua ketaksamaan linear, selain daripada x ≥ 0 dan y20 yang mewakili situasi tersebut. Given x is the number of other club members and y is the number of Mathematics club members involved in the program, write two linear inequalities, other than x ≥0 and y> representing the situation. (ii) Lukis dan lorek rantau yang memuaskan sistem ketaksaman linear tersebut pada graf yang disediakan di ruang jawapan. Draw and shade a region that satisfies the above system of linear inequalities on the given graph in the answer space. (iii) Daripada graf, tentukan bilangan maksimum ahli daripada kelab-kelab lain yang dibenarkan untuk menyertai program tersebut. From the graph, determine the maximum number of members from the other clubs that is allowed to join the program.
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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