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QUESTION 1 Match the glven function to its graph. 1) y = sinx 2) y =...
2) (1 point) Match List-I (Measuring Devices) with List-II (Measured Parameter) and select the correct answer using the codes given below: List-I List-II A. Pitot tube 1. Flow static pressure B. Micro-manometer 2. Rate of flow (indirect) C. Pipe band meter 3. Differential pressure D. Wall pressure tap 4. Flow stagnation pressure (a) 1A; 3B; 2C; 4D (b) 4A; 3B; 2C; ID (c) 1A; 2B; 3C; 4D (d) 4A; 2B; 3C; ID
2) (1 point) Match List-I (Measuring Devices) with List-II (Measured Parameter) and select the correct answer using the codes given below: List-I List-II A. Pitot tube 1. Flow static pressure B. Micro-manometer 2. Rate of flow (indirect) C. Pipe band meter 3. Differential pressure D. Wall pressure tap 4. Flow stagnation pressure (a) 1A; 3B; 2C; 4D (b) 4A; 3B; 2C; ID (c) 1A; 2B; 3C; 4D (d) 4A, 2B; 3C; ID
Match List-I (Measuring Devices) with List-II (Measured Parameter) and select the correct answer using the codes given below: List-I List-II A. Pitot tube 1. Flow static pressure B. Micro-manometer 2. Rate of flow (indirect) C. Pipe band meter 3. Differential pressure D. Wall pressure tap 4. Flow stagnation pressure (a) 1A; 3B; 2C; 4D (b) 4A: 3B; 2C: ID (c) 1A: 2B: 3C; 4D (d) 4A, 2B: 3C, ID
Match List-I with List-II and select the correct answer: List-I List-II A. Stokes' law 1. Strouhal number 2. Creeping motion B. Bluff body C. Streamline body 3. Pressure drag D. Karman Vortex Street 4. Skin friction drag (a) 2A 3B 1C 4D (b) 3A 2B 4C ID (c) 2A 3B 4C 1D (d) 3A 2B 1C 4D
4) (1 point) Match List-I with List-II and select the correct answer: List-I List-II A. Stokes' law 1. Strouhal number B. Bluff body 2. Creeping motion C. Streamline body 3. Pressure drag D. Karman Vortex Street 4. Skin friction drag (a) 2A 3B 1C 4D (b) 3A 2B 4C ID (c) 2A 3B 4C ID (d) 3A 2B 1C 4D
4) (1 point) Match List-I with List-II and select the correct answer: List-I List-II A. Stokes' law 1. Strouhal number B. Bluff body C. Streamline body 2. Creeping motion 3. Pressure drag 4. Skin friction drag D. Karman Vortex Street (a) 2A 3B 1C 4D (b) 3A 2B 4C ID (c) 2A 3B 4C ID (d) 3A 2B 1C 4D
Match List-I with List-II and select the correct answer: List-I List-II A. Stokes' law 1. Strouhal number B. Bluff body C. Streamline body 2. Creeping motion 3. Pressure drag D. Karman Vortex Street 4. Skin friction drag (a) 2A 3B IC 4D (b) 3A 2B 4C ID (c) 2A 3B 4C ID (d) 3A 2B 1C 4D
For each pair of transformations "T" and "T-1", find T(T-1(w)) and T-?(T()). Then use T or F to indicate if these transformations are inverses of one another. 1) Let T(a + bx + cx2 + dx3) = la +16+(-1)c+ld Da +(-1) b+ 1c +(-1)d la + 2b +(-2) c + 3d 0a + 0 + 0c + 1d and T-1 = 1a +06+1c +0d + (4a + (-4) 6+ (-5) c + 3d) x + (-3a +36 +30 + (-2)...
Each transformation below is invertible. Determine the closed form representation for the inverse: 1) Let T la +(-1) 6+2c +(-1)d - 1a + 2b + 0c + Od -3a + 56+ (-1) +0d 2a +(-2) b + 3c +0d] с d T-1 2) Let T(a + bx + cx+ dx?) = 1a + 2b + 1c +(-1)d la + 3b + 3c + Od 3a + 7b +6c+(-3) d 8a + 196 +16c+(-6) d 1-[]- 3) Let T 13a +(-17)...
1. (5 points) Find the area of the region enclosed by a parabola y x2 - 4x - 5 and a line y = x-5. To get full credit, you must draw a picture of the problem first, then find the upper and lower bounds before finding the area. (2 42 points each) Use appropriate logarithmic properties to make the following equation easy to dy or you differentiate. Find (dx and use trig identities to simplify to the simplest answer...