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Formula to find the angle between hour hand and minute hand is: Angle= | (11 x minutes - 60 x hours) /2 | Here, minutes= 23, Hours= 9. Angle= | (11 x 23 - 60 x 9) /2 | Angle= | (253 - 540) /2 | = | -287/2 | = 143.5° So, the angle formed between the hour hand and minute hand of a clock at 9:23 pm, when take in clockwise direction from the minute hand is 143.5°.
195% of 1420 + 72 × 25 =?
(14.073)² + (32.103)² + (43.9653)² + (52.983)² + ? = (102.45)² + (98.007)²
580 557 528 497 ? 419
13, 41, 69, ?, 125, 153
8, 12, 20, 32, 52, ?, 136
654, 647, 633, 612, 584, ?
110, 112, 116, 122, 130, ?
3 2 10 ? 17 16
64 32 32 48 96 ?
...452, 369, ?, 217, 146, 79