Fill in the blanks:
(i) 296 ÷ ... = −148
(ii) −88 ÷ ... = 11
(iii) 84 ÷ ... = 12
(iv) ....... ÷ −5 = 25
(v) ....... ÷ 156 = −2
(vi) ....... ÷ 567 = −1

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Solution

(i) 296 ÷ $-$ 148 = $- \frac{|296|}{|- 148|} = - \frac{|296|}{|148|} = - \frac{296}{148} = - 2$
∴ $296 \div (- 2) = - 148$

(ii) − 88 ÷ 11 = $- \frac{|- 88|}{|11|} = - \frac{|88|}{|11|} = - \frac{88}{11} = - 8$
∴ $- 88 \div - 8 = 11$

(iii) 84 ÷ 12 = $\frac{|84|}{|12|} = \frac{84}{12} = 7$
∴ $84 \div 7 = 12$

(iv) $25 \times (- 5) = - 125$

∴ $- 125 \div - 5 = 25$

(v) $156 \times (- 2) = - 312$

∴ $- 312 \div 156 = - 2$

(vi) $567 \times (- 1) = - 567$

∴ $- 567 \div 567 = - 1$

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