A. AB is a chord of bigger circle intersecting the smaller one at C. If the smaller circle passes through the centre of the bigger circle ‚ then P.T AC = CB. B A A O b B C .O’ 3. A Quadrilateral ABCD is drawn so that D = 90° . BC = 38 cm . CD = 25 cm. A circle is inscribed in the quadrilateral and it touches the sides AB ‚ BC ‚CD & DA Q at P‚Q‚ R & S respectively. If‚ BP = 27 cm ‚ find the radius of the inscribed circle. D C 4. ABC is an isosceles triangle in which AB= AC
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derivation tree corresponding to the preceding derivation is S a b S a b c S c A c c A d d c) Use set notations of (V‚ ‚ P‚ S) to define L(G). L(G) = ({S‚ A}‚ {a‚ b‚ c‚ d}‚{ S → abSc | A; A → cAd | cd}‚ S} L(G) = {(ab)ncmdmcn | n 0; m > 0} a) Give a leftmost derivation of string aabbba. Derivation Rule S ASB S ASB aAbSB A aAb aaAbbSB A aAb aabbSB A aabbB S aabbba B ba 2. 1|P a g e 3 Context-Free Grammar
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Day | Work Out Plan | Meal Plan | Monday | Insanity‚ Cardio‚ Abs Routine Exercise | Time/Sets | Reps/ Speed | Weight | Morning Workout | Insanity | 45 min | | Swimming Workout | Freestyle/ Breast Stroke | 500 m/ 10 laps ea. | Evening Workout | Cardio | 15 min | 5.5 | | Abs Routine | | | | | | | | | | Meal | Time | Food | Calories | Breakfast | 5:00 P | Egg whites w/ spinach/ Turkey bacon | | Snack | 10:00 A | Apple | | Lunch | 12:00 P | Tuna sandwich/
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ASSIGNMENT Module Code Module Name Course Department AEL 2501 Modern Automotive Systems M.Sc in Automotive Engineering Automotive and Aeronautical Engg. Name of the Student Ravishankar Mathad Reg. No BYB0912019 Batch Full-Time 2012. Module Leader Prof. Ashok C.Meti M.S.Ramaiah School of Advanced Studies Postgraduate Engineering and Management Programmes(PEMP) Modern Automotive System #470-P Peenya Industrial Area‚ 4th Phase‚ Peenya‚ Bengaluru-560 058 Tel;
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DETAIL : Anti-Lock Brake system (ABS) CHILD PARTS: Electric Motor‚ Hydraulic Fluid Pump‚ Valve Block‚ Microprocessor Controller‚ Wire Harness and Wheel Sensor assemblies. ABS Origin & Design Refinement History : ABS Technology designed and patented in 1940 First Application for Aircraft and Heavy Truck by 1950 Commercialize ABS for automobile efforts 1950 to 1980 Inexpensive microprocessor Development by Robert Bosch and Alfred Teves First automobile ABS system introduction by Bosch
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Assignments in Mathematics Class IX (Term 2) 8. QUADRILATERALS IMPORTANT TERMS‚ DEFINITIONS AND RESULTS l l Sum of the angles of a quadrilateral is 360°. A diagonal of a parallelogram divides it into two congruent triangles. In a parallelogram‚ (i) opposite sides are equal (ii) opposite angles are equal (iii) diagonals bisect each other A quadrilateral is a parallelogram‚ if (i) opposite sides are equal or (ii) opposite angles are equal or (iii) diagonals bisect each other or (iv) a pair of
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Background There are many blood cells in your body and in order to help your body to tell which blood cells are bad or good‚ your blood cells have antigens which are surface proteins on the blood cells. Antigens determines whether your blood type is A‚ B‚ AB‚ or O. The antigen gives each blood cell an identity. If an antigen is foreign in the body‚ your body will make antibodies which fight the foreign antigens. For example‚ if you have A antigens‚ any blood cell with an antigen other than A is seen as
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ABS is an engineering thermoplastic resin composed of styrene‚ butadiene‚ and acrylonitrile monomers. Being composed mainly of styrene‚ and varying ratios of butadiene and acrylonitrile‚ ABS material can be readily modified in terms of rigidity‚ hardness and heat resistance‚ and toughness by varying the monomer proportions. The unique material properties of ABS include impact resistance‚ chemical resistance‚ fire resistance‚ heat resistance‚ and dimensional stability. The exclusive properties of
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30 Mins DAY 3 major metaBolism Booster Jessica Smith 20 Mins DAY 4 BriDal shape up Stephanie Vitorino 20 Mins DAY 5 major metaBolism Booster Jessica Smith 20 Mins DAY 6 Big Day Bootcamp Teri Ann Krefting 20 Mins DAY 7 aBs & Back Workout Amy Dixon 10 Mins BriDal aBsession Violet Zaki 10 Mins BriDal aBsession Violet Zaki 10
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10.1 1. In the figure‚ CD is the perpendicular bisector of AB‚ prove that ΔADC = ΔBDC. 2. In the figure‚ CD = CB and ∠DCA= ∠BCA. Prove that AB = AD. 3. In the figure ∠BAC= ∠ACD and AB= DC. Prove that AD= BC‚ ∠CAD = ∠ACD and ∠ADC= ∠ABC. 4. If the base of an isosceles triangles are produced both ways‚ show that the exterior angles so formed are equal. 5. In the figure‚ AD= AE‚ BD= CE and ∠AEC=∠ADB. Prove that AB = AC. 6. In the figure‚ ΔABC and ΔDBC are both isosceles triangles. Prove
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