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
You're on a roll — here are the solutions to the multiplication problems. 1) 584 × 46 Step 1: Multiply 584 by 6 (units digit). 584 × 6 = 3504 Step 2: Multiply 584 by 40 (tens digit). 584 × 40 = 23360 Step 3: Add the partial products. 3504 + 23360 = 26864 26864 2) 671 × 38 Step 1: Multiply 671 by 8 (units digit). 671 × 8 = 5368 Step 2: Multiply 671 by 30 (tens digit). 671 × 30 = 20130 Step 3: Add the partial products. 5368 + 20130 = 25498 25498 3) 807 × 54 Step 1: Multiply 807 by 4 (units digit). 807 × 4 = 3228 Step 2: Multiply 807 by 50 (tens digit). 807 × 50 = 40350 Step 3: Add the partial products. 3228 + 40350 = 43578 43578 4) 943 × 27 Step 1: Multiply 943 by 7 (units digit). 943 × 7 = 6601 Step 2: Multiply 943 by 20 (tens digit). 943 × 20 = 18860 Step 3: Add the partial products. 6601 + 18860 = 25461 25461 5) 648 × 19 Step 1: Multiply 648 by 9 (units digit). 648 × 9 = 5832 Step 2: Multiply 648 by 10 (tens digit). 648 × 10 = 6480 Step 3: Add the partial products. 5832 + 6480 = 12312 12312 6) 428 × 49 Step 1: Multiply 428 by 9 (units digit). 428 × 9 = 3852 Step 2: Multiply 428 by 40 (tens digit). 428 × 40 = 17120 Step 3: Add the partial products. 3852 + 17120 = 20972 20972 7) 687 × 64 Step 1: Multiply 687 by 4 (units digit). 687 × 4 = 2748 Step 2: Multiply 687 by 60 (tens digit). 687 × 60 = 41220 Step 3: Add the partial products. 2748 + 41220 = 43968 43968 8) 489 × 56 Step 1: Multiply 489 by 6 (units digit). 489 × 6 = 2934 Step 2: Multiply 489 by 50 (tens digit). 489 × 50 = 24450 Step 3: Add the partial products. 2934 + 24450 = 27384 27384 9) 715 × 83 Step 1: Multiply 715 by 3 (units digit). 715 × 3 = 2145 Step 2: Multiply 715 by 80 (tens digit). 715 × 80 = 57200 Step 3: Add the partial products. 2145 + 57200 = 59345 59345 10) 973 × 66 Step 1: Multiply 973 by 6 (units digit). 973 × 6 = 5838 Step 2: Multiply 973 by 60 (tens digit). 973 × 60 = 58380 Step 3: Add the partial products. 5838 + 58380 = 64218 64218 11) 389 × 85 Step 1: Multiply 389 by 5 (units digit). 389 × 5 = 1945 Step 2: Multiply 389 by 80 (tens digit). 389 × 80 = 31120 Step 3: Add the partial products. 1945 + 31120 = 33065 33065 12) 583 × 97 Step 1: Multiply 583 by 7 (units digit). 583 × 7 = 4081 Step 2: Multiply 583 by 90 (tens digit). 583 × 90 = 52470 Step 3: Add the partial products. 4081 + 52470 = 56551 56551 Got more? Send 'em!