Question

Сравни не вычасляя 8×3*3×810×17*15×1031×16*16×317×2*5×26+6+6*9+96+6+6*3×69×4*4×72+2+2+2*4+441×15*15×416×4*4×8

Answer 1

8*3=3*8
10*17>10*15 (17>15)
31*16 = 16*31
7*2>5*2 (7>5)
6+6+6=9+9
6+6+6=3*6
9*4>4*7 (9>7)
2+2+2+2<4*4
41*15=15*41
6*4<4*8 (8>6)

Answer 2

To compare the two expressions without calculating the exact values, we can follow a simple logic to understand which expression is likely to be greater:

Expression 1: 8×33×810×1715×1031×1616×317×25×26+6+69+96+6+63×69×44×72+2+2+24+441×1515×416×44×8

Expression 2: 1×1515×416×44×8

Now, let's analyze each expression:

Expression 1 contains a series of multiplications and additions with a mix of small and large numbers. It seems to be quite complex, making it difficult to determine its exact value without calculating.

Expression 2, on the other hand, seems relatively simpler. It consists of just a few multiplications and additions with smaller numbers.

Based on this analysis, it is likely that Expression 1 is much larger than Expression 2, but without calculating the actual values, we cannot determine the exact comparison between the two expressions.