1 penyakit xeroftalmia disebabkan kurang mongonsumsi a. daging , ikan , hati b. kecambah , susu, ku.... Question from @nokanoki

October 2018 1 163 Report

1 penyakit xeroftalmia disebabkan kurang mongonsumsi
a. daging , ikan , hati
b. kecambah , susu, kunng telur
c. biji gandum dan kacang kacangan
d. kacang jacangan dan kulit ari padi padian
e. sayur2an , buah2an yang berwarna kuning atau merah

muhammadjumani Xeroftalmia karena kekurangan Vit A. Vita terdapaat pada sayur-sayuran dan buah-buahan berwarna kuning atau merah.

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nokanoki October 2018 | 0 Replies

Sebuah tangki dengan tinggi 3 m di letakan di atas penyangga setinggi 12 m. Pada permukaan samping bawah tangki terdapat lubang kecil. Kemudian tangki diisi penuh dengan air dan air mengalir keluar melalui lubang kecil tersebut, jarak mendatar terjauh yang dapat dicapai oleh aliran air yang keluar dari tangki adalah

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nokanoki October 2018 | 0 Replies

Kak tolong terjemahkan heiger education for woman in this modern era, there are still some parents who are reluctant about sanding their daughter to college . such narrow attitude shown to woman higher education is largely due to the traditional role of woman in society.a woman is expected just to be a wife and a mother most parents believe that if their daughter gets married and chooses to be a housewife ,then the higher education will be a waste. however an educated woman does not only make a better wife about also contributor better thing to the large society. nowdays more women are successfully combining their career and marriage. educated women are richer both emotionally and financially. they are able to find an outlet for monotonous drudgery of their housekeeping. they bring more satisfaction and contentment to their lives. depriving girl of higher education is crash discrimination. time has changed. modern society needs the talents.if its people regardless of gender. today women work alongside men. in fact, in the last few decades women have made outstanding contributions to society women should be given the freedom to be educated whether they get married or go to work after finishing their education because it is only through education that a women will find herself useful and discover what she wants in life. a women who works is not an insult to her husband. conversely, her husband should feel proud of her achievement since marriage is actually an equal partnership. therefore, parent should not think that girls should recieve less education just because they will get marriage one day

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nokanoki October 2018 | 0 Replies

Kak tolong buatin dialog untuk 2 orang ekspresi marah yg pendek aja sama kata kata untuk banner thanks

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nokanoki October 2018 | 0 Replies

1. untuk fungsi fungsi f(x) dibawah ini tunjukan bahwa {f "(x)}² = 4 cos² 2x a. f(x) = sin²x b f(x) = cos²x 2, diketahui fungsi fungsi f(x) = sin x dan g(x) = cos x tunjukan bahwa a. f ' (x) . g(x) + f(x) . g'(x) = cos 2x b. f " (x) . g'(x) - f'(x) . g "(x) = 1

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nokanoki October 2018 | 0 Replies

Misalkan fungsi f(x) = didefinisikan dalam daerah asal Df = { x l 0 ≤ x≤ 2π, x ∈ R } tunjukan bahwa f ' (x) . f(x) = sin 2x

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nokanoki October 2018 | 0 Replies

Misalkan fungsi trigonometri dengan rumus f(x) = dengan ( cos x + sin x )≠ 0 . tunjukan bahwa f ' (x) = -1{1+f²(x)}

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nokanoki October 2018 | 0 Replies

Kak tolong misalkan diketahui fungsi f(x) = x² sin x . dengan f(x) ≠ 0 tunjukan bahwa

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nokanoki October 2018 | 0 Replies

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Kak tolong buatin dialog untuk 2 orang ekspresi marah yg pendek aja sama kata kata untuk banner thanks

1. untuk fungsi fungsi f(x) dibawah ini tunjukan bahwa {f "(x)}² = 4 cos² 2x a. f(x) = sin²x b f(x) = cos²x 2, diketahui fungsi fungsi f(x) = sin x dan g(x) = cos x tunjukan bahwa a. f ' (x) . g(x) + f(x) . g'(x) = cos 2x b. f " (x) . g'(x) - f'(x) . g "(x) = 1

Misalkan fungsi f(x) = didefinisikan dalam daerah asal Df = { x l 0 ≤ x≤ 2π, x ∈ R } tunjukan bahwa f ' (x) . f(x) = sin 2x

Misalkan fungsi trigonometri dengan rumus f(x) = dengan ( cos x + sin x )≠ 0 . tunjukan bahwa f ' (x) = -1{1+f²(x)}

Kak tolong misalkan diketahui fungsi f(x) = x² sin x . dengan f(x) ≠ 0 tunjukan bahwa

Apa yang terjadi jika dilakukan uji biuret dan million pada tempe

Untuk fungsi fungsi berikut carilah a f(x) = b. f(x) =

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