To solve these expressions, follow the order of operations (PEMDAS/BODMAS) which stands for:
- Parentheses/Brackets
- Exponents/Orders
- Multiplication/Division (left to right)
- Addition/Subtraction (left to right)
Let's solve the first set of expressions:
40000 - 39968 + 71 - 4 · 2 · 3328 : 13312; = 32 + 71 - 4 · 2 · 3328 : 13312; = 32 + 71 - 8 · 3328 : 13312; = 32 + 71 - 26544 : 13312; = 32 + 71 - 2; = 32 + 69; = 101.
5537 - 49122 : 9 + 44528 : 968 · 1809 : 3618; = 5537 - 5458 + 46; = 761.
7 · 54 - 41536 : 944 + 26 · 2572 - 67103; =378 - 43 + 67352 - 67103; = 2584.
7684 : (99595 + 36 + 369 - 96164 + 6) · 52; = 7684 : (99402 + 375) · 52; = 7684 : 99777 · 52; = 7684 : 5177084; = 0.001486.
147 - 9 - 2 · 31 + (94357 - 36792) : 1985; = 147 - 9 - 2 · 31 + 57565 : 1985; = 147 - 9 - 62 + 28; = 104.
(9 + 33874 - 33875) · (11362 - 79 + 6) : 852; = (-9) · (11489) : 852; = -11395728 : 852; = -13379.
14056 - (42103 + 14) : 3 + (18710 - 18708) · 45; = 14056 - 42117 : 3 + 2 · 45; = 14056 - 14039 + 90; = 107.
81 + 46028 - (35450 - 5 · 25) : 225 · 293. = 81 + 46028 - 35450 + 250 : 66045; = 81 + 46028 - 35450 + 0.003783;
Now let's solve the second set of expressions:
3813 + 35088 : 2064 · 5527 - 529 + 2757 - 99799; = 3813 + 35088 : 10767 - 529 + 2757 - 99799; = 3813 + 3 + 2757 - 99799; = -93626.
8 + 3 · 29445 : 453 - 43 · 2311 : 99373; = 8 + 3 · 65 - 43 · 0.0232; = 8 + 195 - 0.9996; = 202.
24610 : 4922 + 95 · 109 - 3 · 3385 - 2; = 5 + 10330 - 10155 - 2; = 178.
65956 : (29595 - 6792 - 7 - 6639 + 332) · 51; = 65956 : (16208) · 51; = 65956 : 826608; = 0.0798.
130 - 54720 : (7204 - 6064) + 99918 - 15 · 6653; = 130 - 54720 : 1140 + 99918 - 99795; = 130 - 47 + 123; = 206.
72318 : 4254 · (17 + 2661) : (69928 + 72 - 69779); = 72318 : 1.27 · 2217 : 221; = 72318 : 1.27; = 56918.8976.
131 + 74022 : 39 - (5283 - 5281) · (2934 - 2023); = 131 + 1900 - 2 · 911; = 131 + 1900 - 1822; = 209.
69998 + 43998 : (76 + 97548 : 8868 · 1993) - 69792. = 69998 + 43998 : (76 + 11.04 · 1993) - 69792; = 69998 + 43998 : (76 + 21973.52) - 69792; = 69998 + 43998 : 22049.52 - 69792; = 69998 + 1.993 - 69792; = 70000 - 69792.007; = 207.
Note: The answers may be rounded or truncated depending on the level of precision desired.
