Question

60-(16-9)•4= 56:(13-5)+9= 42+72:9= 60-54:6= 93-7•(15-8)= 8•9+64:8=

Answer 1

1)32

2)16

3)50

4)51

5)44

6)80

Пошаговое объяснение:

бірінші жақша сосын көбейту немесе бөлу одан соң қосу азайту

Answer 2

60-(16-9)*4=32
56:(13-5)+9=16
42+72:9=50
60-54:6=51
93-7*(15-8)=44
8*9+64:8= 80


Надеюсь помогла)
Удачи

Answer 3

Let's solve each of these equations step by step:

1. $60 - (16 - 9) \cdot 4$ First, calculate the expression within the parentheses: $16 - 9 = 7$. Then, multiply the result by 4: $7 \cdot 4 = 28$. Finally, subtract 28 from 60: $60 - 28 = 32$.

2. $56:(13-5)+9$ First, calculate the expression within the parentheses: $13 - 5 = 8$. Then, divide 56 by 8: $56 / 8 = 7$. Finally, add 9 to 7: $7 + 9 = 16$.

3. $42 + 72 / 9$ First, divide 72 by 9: $72 / 9 = 8$. Then, add 42 to 8: $42 + 8 = 50$.

4. $60 - 54 / 6$ First, divide 54 by 6: $54 / 6 = 9$. Then, subtract 9 from 60: $60 - 9 = 51$.

5. $93 - 7 \cdot (15 - 8)$ First, calculate the expression within the parentheses: $15 - 8 = 7$. Then, multiply 7 by 7: $7 \cdot 7 = 49$. Finally, subtract 49 from 93: $93 - 49 = 44$.

6. $8 \cdot 9 + 64 / 8$ First, multiply 8 by 9: $8 \cdot 9 = 72$. Then, divide 64 by 8: $64 / 8 = 8$. Finally, add 8 to 72: $72 + 8 = 80$.

So, the results of the equations are as follows:

1. $60 - (16 - 9) \cdot 4 = 32$
2. $56:(13-5)+9 = 16$
3. $42 + 72 / 9 = 50$
4. $60 - 54 / 6 = 51$
5. $93 - 7 \cdot (15-8) = 44$
6. $8 \cdot 9 + 64 / 8 = 80$