education is essentially everyone’s right yet it still has its challenges.Ĭ. quality education fundamentally ensures quality living in all sectors.ī. The situation the author shows in the passage is best described as a follows …….Ī. The EFA goals are faced with serious challenges.Ĥ. education is basic to human development.Į. EFA provides quality education by 2015.ĭ. everyone has the right to get education.Ĭ. The following sentences reflect the author’s opinions in the passage, EXCEPT …….Ī.

If the author is right concerning the role of education, the following might be predicted to take place, EXCEPT………ģ. development can be gained through education.Ģ.

education occurs in any place not just schools.Į. everyone has the right to get quality education.ĭ. education is a fundamental individual’s right.Ĭ. there is no exact definition about education.ī. The author’s main concern in the first paragraph of the passage is that………Ī. Individuals who are not afforded this access are at a disadvantage when trying to grasp opportunities to make life better for themselves, their families, and their community.ġ. In many ways the most basic access to technology can serve as a valuable educational tool. One example is that of providing greater access to technology and narrowing the ever widening digital divide. How can we achieve the goals of EFA when numerous countries around the world are faced with challenges that seem far too impossible to overcome? The answer lies in attempting to bridge some of the gaps that prevent developing nations to compete with developed nations. The unfortunate reality is that for many countries, larger issues some before improving the quality of education. In 1990 UNESCO launched EFA, the movement to provide quality education for all children, youth, and adults by the year 2015. Jika nilai Integral(dari 7 ke 9) f(x) dx = 16 dan Integral(dr 1 ke 4) f(2x-1) dx = 20, maka nilai integral(dr 1 ke 9) f(x) dx adalah …Īs global citizens it is our responsibility to critically think about the issues and attempt to come up with solutions to the problems plaguing education. Jika AB = -2i + 5j – k, AC = 3i + 3j maka cosB = …Į. Lim x->0 (1/(1-cosx) – 2cosx/sin²x) =ĭiketahui ABC segitiga. Jika dalam tim diwakili sedikitnya 2 putra dan 2 putri, maka banyak cara membentuk tim tsb adalah…Į. Dari 6 siswa putra dan 5 siswa putri terbaik akan dibentuk tim yg terdiri dari 6 siswa. Soal tes Potensi Akademik TPA SBMPTN Logika MatematikaĢ.

MEMBERI : DERMAWAN = menulis : sekretaris Jawaban: E KEHAUSAN : AIR =kelaparan : pangan Jawaban: E MEMBERI : DERMAWAN = menulis : sekretaris Jawaban: E 3 PAUS : HIU = singa : harimau Jawaban: D Pembahasan soal no.2 KERING : LEMBAB = siang : malam Jawaban: E Pembahasan soal no.1 BURUH : PABRIK = pedagang : pasar Jawaban: B Jawaban yang paling tepat adalah pasangan kata yang sesuai dengan GUDANG : BARANG adalah jawaban D.

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