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Bir nomalumli chiziqli tenglamalar

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Tenglamalarni yechish bo‘yicha test

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Uzbekistan

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Bir nomalumli chiziqli tenglamalar
 

Bir nomalumli chiziqli tenglamalarOnline version

Tenglamalarni yechish bo‘yicha test

by Ulug'bek Bahrullayev
1

1) Agar 3x + 5 = 20 bo‘lsa, x qiymatini toping.

2

2) 2x - 7 = 3; x nechaga teng?

3

3) 4x + 9 = 9x; x qiymatini toping.

4

4) 7x = 0; x qanday?

5

5) (x - 4) = 3; x qayerga teng?

6

6) 5x + 2 = 2x + 12; x nechta?

7

7) 6x - 4 = 2(3x - 1); x toping.

8

8) 3x + 5 = 3x + 5; x uchun natija

9

9) 8x - 12 = 2(4x - 6); x berilgan?

10

10) 9x + 6 = 3(3x + 2); x?

Feedback

O‘zgarmas qismi bo‘lgan 5 olib tashlanadi; 20-5=15 so 3x=15, x=5.

Qo‘shish orqali -7+7 yo‘nalishini oling. 2x=10, x=5.

Har tomonda 4x bor, 9x-4x=9, 5x=9, x=9/5.

Bo‘luvchi 0 ga bo‘lish yo‘q; 7x=0 bo‘lganida x=0.

Har tomonni +4 ga qo‘shsak: x=7.

Har tomonni 2x ga chetlashtirib: 3x=10, x=10/3? (ishonarlik uchun) — to‘g‘ri yechim: 5x-2x=12-2 → x=5.

Ikkala tomonni kengaytiring: 6x-4=6x-2; -4=-2 noto‘ri; x=1 bo‘lsa ham tekshirish: 6-4=6-2, 2=4? xato. To‘g‘ri: berilgan tenglama baholanishi noto‘ri; to‘g‘ri yechim x=1 emas. (Izohli qismda to‘g‘ri tusha olish uchun yangilanadi)

Tenglama har doim true bo‘lgan holda barcha x qiymatlar mos keladi.

Ochish: 8x-12=8x-12; ikkala tomon ham 8x-12 bo‘lib urinish bo‘lishi mumkin.

Yechishda keltira: 9x+6=9x+6; hamma x mos keladi; x=0 ham mos, lekin barcha x mos keladi — to‘liq moslashuv.

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