Math, asked by geetadevi8755, 11 months ago

how many 3 digit number divisible by 12

Answers

Answered by archnakri2007
3

Step-by-step explanation:

12 × 9 = 108

12 × 10 = 120

12 × 11 = 132

12 × 12 = 144

12 × 13 = 156

12 × 14 = 168

12 × 15 = 180

12 × 16 = 192

12 × 17 = 204

12 × 18 = 216

12 × 19 = 228

12 × 20 = 240

12 × 21 = 252

12 × 22 = 264

12 × 23 = 276

12 × 24 = 288

12 × 25 = 300

12 × 26 = 312

12 × 27 = 324

12 × 28 = 336

12 × 29 = 348

12 × 30 = 360

12 × 31 = 372

12 × 32 = 384

12 × 33 = 396

12 × 34 = 408

12 × 35 = 420

12 × 36 = 432

12 × 37 = 444

12 × 38 = 456

12 × 39 = 468

12 × 40 = 480

12 × 41 = 492

12 × 42 = 504

12 × 43 = 516

12 × 44 = 528

12 × 45 = 540

12 × 46 = 552

12 × 47 = 564

12 × 48 = 576

12 × 49 = 588

12 × 50 = 600

12 × 51 = 612

12 × 52 = 624

12 × 53 = 636

12 × 54 = 648

12 × 55 = 660

12 × 56 = 672

12 × 57 = 684

12 × 58 = 696

12 × 59 = 708

12 × 60 = 720

12 × 61 = 732

12 × 62 = 744

12 × 63 = 756

12 × 64 = 768

12 × 65 = 780

12 × 66 = 792

12 × 67 = 804

12 × 68 = 816

12 × 69 = 828

12 × 70 = 840

12 × 71 = 852

12 × 72 = 864

12 × 73 = 876

12 × 74 = 888

12 × 75 = 900

12 × 76 = 912

12 × 77 = 924

12 × 78 = 936

12 × 79 = 948

12 × 80 = 960

12 × 81 = 972

12 × 82 = 984

12 × 83 = 996

Hence, 75 3-digit numbers are divisible by 12...

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