This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
ScanSolve AI Answer
Here are the solutions to the questions. 1. Fill in. a)* July is the 7th month of the year and November is the 11th month. b)* In HOLIDAYS, the 3rd letter is L and S is the eighth. c)* Today is Wednesday. The day after tomorrow will be Friday. d)* Today is Sunday. 8 days ago it was Saturday. e)* Yesterday was Friday. It will be Thursday 5 days later. 2. Make 3-digit numbers with the given digits. Ring the smallest. a)* Given digits: 2, 9, 4 Possible 3-digit numbers: 249, 294, 429, 492, 924, 942 Smallest number: 249 b)* Given digits: 8, 1, 3 Possible 3-digit numbers: 138, 183, 318, 381, 813, 831 Smallest number: 138 c)* Given digits: 7, 0, 5 Possible 3-digit numbers (cannot start with 0): 507, 570, 705, 750 Smallest number: 507 d)* Given digits: 9, 4, 6 Possible 3-digit numbers: 469, 496, 649, 694, 946, 964 Smallest number: 469 e)* Given digits: 5, 6, 4 Possible 3-digit numbers: 456, 465, 546, 564, 645, 654 Smallest number: 456 3. Write the number. a)* It has 9 in the ones place. It is greater than 670. The smallest number satisfying these conditions is 679. b)* It has 0 in the ones place. It is greater than 950. The smallest number satisfying these conditions is 960. c)* It has 6 in the hundreds place. It is greater than 590. The smallest number satisfying these conditions is 600. d)* It has the same digit in all the three places. It is greate... This question is incomplete. Numbers with the same digit in all three places are 111, 222, 333, 444, 555, 666, 777, 888, 999. Without the full condition, a unique number cannot be determined.