Ответ:
Решаем уравнения, используя обратные действия:
- \(5+a=22\), \(a=22-5=17\).
- \(a-22=5\), \(a=5+22=27\).
- \(a-17=7\), \(a=7+17=24\).
- \(51+a=22\), \(a=22-51=-29\).
- \(97-b=69\), \(b=97-69=28\).
- \(b-17=69\), \(b=69+17=86\).
- \(b-28=69\), \(b=69+28=97\).
- \(45:c=9\), \(c=45:9=5\).
- \(c\cdot9=45\), \(c=45:9=5\).
- \(c:5=9\), \(c=9\cdot5=45\).
- \(4\cdot d=36\), \(d=36:4=9\).
- \(d:6=16\), \(d=16\cdot6=96\).
- \(d\cdot6=40\), \(d=40:6=\frac{20}{3}\).
- \(6:d=40\), \(d=6:40=\frac{3}{20}\).
- \(36:d=9\), \(d=36:9=4\).
Ответ: a = 17; 27; 24; −29; b = 28; 86; 97; c = 5; 5; 45; d = 9; 96; \(\frac{20}{3}\); \(\frac{3}{20}\); 4.
