Latihan
Latihan tambahan
5 soalan untuk mengukuhkan unit Maju Minda. Jika salah, baca petunjuk dan cuba lagi.
Tali A panjangnya 48 cm 2 mm. Tali B 9 cm 5 mm lebih pendek daripada tali A. Berapakah jumlah panjang kedua-dua tali itu?
短多少再求和 = lebih pendek, kemudian jumlah
“短多少”表示 B 比 A 少一段,所以先用 A 减去这一段,求出 B。题目问两条绳子一共多长,还要把 A 和 B 加起来。毫米不够减要借一厘米;相加时满十毫米进一厘米。
例子:A 20 cm 4 mm,B 比 A 短 5 cm 6 mm → B 14 cm 8 mm,一共 35 cm 2 mm。
注意:先在草稿上画两条线段比较长短,再决定加还是减。
shorter by, then the total = lebih pendek, kemudian jumlah
'Shorter than' means B is A minus a piece, so subtract to find B first. The question asks for both strings together, so then add A and B. Borrow 1 cm when the millimetres cannot be subtracted, and regroup 10 mm as 1 cm when adding.
Example: A is 20 cm 4 mm and B is 5 cm 6 mm shorter → B is 14 cm 8 mm, and together they are 35 cm 2 mm.
Watch out: sketch the two strings as bars first, then decide whether to add or subtract.
Aisyah berjalan 850 m dari rumah ke perhentian bas. Kemudian dia menaiki bas sejauh 14 km 600 m ke pasar raya. Berapakah jumlah jarak perjalanannya, dalam m?
化成米再相加 = tukar kepada m, kemudian tambah
两段路程要相加,但单位不一样。先把“几公里几米”化成米:公里乘一千,再加上米。然后和另一段的米数对齐位值相加。
例子:走 600 m,再坐车 3 km 900 m → 600 + 3 900 = 4 500 m。
注意:850 m 是三位数,相加时要和百位、十位、个位对齐。
change to metres, then add = tukar kepada m, kemudian tambah
The two parts of the journey must be added, but their units differ. Change the km and m into metres first: km × 1 000, plus the metres. Then add the other distance, lining up the place values.
Example: walk 600 m, then ride 3 km 900 m → 600 + 3 900 = 4 500 m.
Watch out: 850 m has three digits and must line up with the hundreds, tens and ones.
Sebiji tembikai berjisim 3 kg 250 g dan sebiji nanas berjisim 1 kg 850 g. Encik Lee membeli 2 biji tembikai dan 3 biji nanas. Berapakah jumlah jisim buah-buahan itu?
两种东西的总质量 = jumlah jisim dua jenis barang
先分别求:西瓜的质量乘西瓜的个数,菠萝的质量乘菠萝的个数;再把两个积加起来。克满一千要进一公斤,剩下的克要写成三位数的位置。
例子:2 个 1 kg 400 g 的南瓜和 1 个 2 kg 300 g 的冬瓜 → 2 kg 800 g + 2 kg 300 g = 5 kg 100 g。
注意:克不满一百时,百位要写零占位。
total mass of two kinds of item = jumlah jisim dua jenis barang
Work out each kind separately: the watermelon's mass × the number of watermelons and the pineapple's mass × the number of pineapples, then add the two products. Regroup 1 000 g as 1 kg and write the grams left in three places.
Example: 2 pumpkins of 1 kg 400 g and 1 gourd of 2 kg 300 g → 2 kg 800 g + 2 kg 300 g = 5 kg 100 g.
Watch out: when the grams are under one hundred, keep a zero in the hundreds place.
Sebuah tangki berisi 30 ℓ air. Setiap hari 4 ℓ 250 mℓ air digunakan untuk menyiram pokok. Berapakah baki air selepas 6 hari?
用了几天后剩下 = baki selepas beberapa hari
第一步求几天一共用了多少:每天用的量乘天数,毫升满一千进一升。第二步求剩下多少:原来的水减去用掉的,整升的毫升栏是零,要先借一升。
例子:20 ℓ 水,每天用 3 ℓ 500 mℓ,用 4 天 → 用掉 14 ℓ,剩 6 ℓ。
注意:每一步都写一句话说明算的是什么,就不会弄错要求的量。
what is left after some days = baki selepas beberapa hari
Step 1 finds how much is used in all: the daily amount × the number of days, regrouping 1 000 mℓ as 1 ℓ. Step 2 finds what is left: the water at first minus the water used; whole litres have 0 in the mℓ column, so borrow 1 ℓ first.
Example: 20 ℓ of water, 3 ℓ 500 mℓ used each day for 4 days → 14 ℓ used and 6 ℓ left.
Watch out: label each step with what it finds so you answer the right amount.
Wei berbasikal dari rumah ke stadium dan pulang semula. Dia pergi dan balik mengikut laluan yang lebih dekat. Berapakah jumlah jarak yang dilaluinya?
比较路线 = bandingkan laluan
地图上从家到体育场有两条路,每条路由两段组成。先分别把每条路的两段加起来,米满一千进一公里,求出两条路各有多长;再比较,找出较近的那一条。去和回来都走那条路,就是同一段距离走两次,所以要乘二。
例子:甲路 1 km 800 m + 2 km 500 m = 4 km 300 m,乙路 2 km 900 m + 1 km 200 m = 4 km 100 m;乙路较近,来回 8 km 200 m。
注意:比较两个距离时,先比公里,公里一样再比米。
comparing routes = bandingkan laluan
The map shows two roads from home to the stadium, each made of two parts. Add the two parts of each road, regrouping 1 000 m as 1 km, to find how long each road is; then compare them and pick the nearer one. Going and coming back on that road covers the same distance twice, so multiply by 2.
Example: road X is 1 km 800 m + 2 km 500 m = 4 km 300 m and road Y is 2 km 900 m + 1 km 200 m = 4 km 100 m; Y is nearer, so there and back is 8 km 200 m.
Watch out: to compare two distances, compare the km first and the m only if the km are equal.
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