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29.12.2020

which phrase best describes a periodic wave

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. . )-1322(4)0(6)-200( . . ])Tj 0 -15.3043 TD 0.0638 Tw (If the box is at rest, the net force acting on it is)Tj 0 -1.1304 TD 0.025 Tw (equal to)Tj 0 -1.4783 TD [(\(1\))-500.1(the weight)-4578.2(\(3\))-500.1(friction)]TJ 0 -1.1304 TD [(\(2\))-500.1(the normal force)-2026.6(\(4\))-500.1(zero)]TJ ET 1 g 319.151 383.148 248.029 -153.228 re f Q 1 w 4 M 553.38 258.038 m 351.38 258.038 l 525.38 360.705 l 458.199 320.95 m 403.667 288.741 l 387.394 316.294 l 441.926 348.503 l 458.199 320.95 l h 456.047 325.872 m 491.046 346.872 l S 491.046 346.872 m 488.33 348.156 l 495.332 349.447 l 490.906 343.87 l 491.046 346.872 l f* 414.547 333.372 m 397.047 361.372 l S 397.047 361.372 m 395.81 358.633 l 394.397 365.612 l 400.05 361.283 l 397.047 361.372 l f* 424.047 319.372 m 424.047 248.872 l S 424.047 248.872 m 426.547 250.538 l 424.047 243.872 l 421.547 250.538 l 424.047 248.872 l f* BT 11 0 0 11 363.38 370.3231 Tm 0 Tc [(Nor)-25(m)0.1(al f)30(orce)]TJ 11.0909 -0.7727 TD -0.045 Tc (Fr)Tj 0.9139 0 TD 0 Tc (iction)Tj -8.0503 -11.6364 TD (W)Tj 0.9139 0 TD (eight)Tj 7.3133 1.1818 TD [(Hor)-15(i)0(z)15(ontal)]TJ ET q -1 793 614 -794 re 12 782 m W n 0 792.06 612 -792 re W n 1 g /GS1 gs 44.151 385.148 247.353 -212.115 re f Q 0.45 w 3.864 M 85.176 317.125 m 149.976 317.125 l 85.176 317.125 m 85.176 381.925 l S BT 0 10.8 -10.8 0 80.7288 328.6596 Tm -0.0002 Tc (Distance)Tj 10.8 0 0 10.8 106.0563 305.9651 Tm 0 Tc (T)Tj 0.5738 0 TD -0.0002 Tc (ime)Tj -0.3738 -1.3667 TD -0.0003 Tc 0.0002 Tw (\( 1 \))Tj ET 85.176 206.965 m 149.976 206.965 l 85.176 206.965 m 85.176 271.765 l S BT 0 10.8 -10.8 0 80.5208 223.7557 Tm 0 Tw (Speed)Tj 10.8 0 0 10.8 106.0563 195.805 Tm 0 Tc (T)Tj 0.5738 0 TD -0.0002 Tc (ime)Tj -0.3738 -1.3667 TD -0.0003 Tc 0.0002 Tw (\( 2 \))Tj ET 201.816 317.125 m 266.616 317.125 l 201.816 317.125 m 201.816 381.925 l S BT 0 10.8 -10.8 0 197.1608 333.9155 Tm 0 Tw (Speed)Tj 10.8 0 0 10.8 222.6963 305.9651 Tm 0 Tc (T)Tj 0.5738 0 TD -0.0002 Tc (ime)Tj -0.3738 -1.3667 TD -0.0003 Tc 0.0002 Tw (\( 3 \))Tj ET 201.816 206.965 m 266.616 206.965 l 201.816 206.965 m 201.816 271.765 l S BT 0 10.8 -10.8 0 197.3687 218.4999 Tm -0.0002 Tc 0 Tw (Distance)Tj 10.8 0 0 10.8 222.6963 195.805 Tm 0 Tc (T)Tj 0.5738 0 TD -0.0002 Tc (ime)Tj -0.3738 -1.3667 TD -0.0003 Tc 0.0002 Tw (\( 4 \))Tj ET 0.9 w 3.864 M 85.176 362.485 m 149.976 362.485 l 86.166 207.325 m 150.966 272.125 l 201.816 206.965 m 266.616 271.765 l 201.726 362.575 m 266.526 362.575 l S q -1 793 614 -794 re 12 782 m W n 0 792.06 612 -792 re W n 0 G 1 w 10 M /GS1 gs 306.151 428.148 m 306.151 170.697 l S 128.706 158.412 m 484.774 158.412 l 127.242 449.832 m 485.232 449.832 l S Q Frequency deals with the number of waves per second, while wavelength deals with the distance from peak to peak. . A periodic wave is a periodic disturbance that moves through a medium. . . B: 0.75 m . . . (c) What is the wavelength of the wave? . . There are different kinds of dramatic structures worldwide which have been hypothesized by critics, writers and scholars alike over time. . This is a wave. . <> (1 point) The image appears shorter and on the same side of the mirror The image appears taller and on the same side of the, Responses They have long wavelengths that can penetrate materials, and their high energy can damage matter. . A. a single pulse traveling at constant speed B. a series of pulses at irregular intervals C. a series of pulses at regular intervals D. a single pulse traveling at di erent speeds in the same medium 29. (a)Find the frequency of the wave. A. When the energy of a light, A. frequency B. period C. wavelength D. amplitude E. rarefaction This is frequency right? -Both, The wavelength formula is = v/f where = wavelength of a sound wave or electromagnetic wave v = the speed of propagation of the wave, f = frequency of the wave in 1/s = Hz. . 1 g /GS1 gs 12 782 m 12 782 l f q 1 i -1 793 614 -794 re 12 782 m W n 0 792.06 612 -792 re W n 42 744 528 -690 re f Q C: 7.67 m The frequency of this light is 4 - Un anuncio Audio Listen to this radio advertisement and write the prices for each item listed. )Tj 5.7602 0 TD (. )]TJ -1.828 -2.4 TD [(10)-78( . . Answer in units of m. in which is the displacement. A: lower speed ])Tj 0 -1.4783 TD [(\(1\))-500.1(2.6 m)-6603.4(\()0.2(3\))-500.1(13 m)]TJ 0 -1.1304 TD [(\(2\))-500.1(5.1 m)-6603.4(\()0.2(4\))-500.1(25 m)]TJ -1.413 -2.8696 TD -0.0274 Tw [(20)-413.2(What is the average power developed by a motor)]TJ 1.413 -1.1304 TD 0.0269 Tw (as it lifts a 400.-kilogram mass at constant speed)Tj T* 0.2594 Tw (through a vertical distance of 10.0 meters in )Tj T* 0.025 Tw (8.0 seconds? . . . . . )-1322(1)0(4)-200( . 1. . D. a digital signal, which is in less likely to degrade. . . . A person moves away from a stationary sound source. infinitive phrase C.) adjective phrase D.) appositive phrase I think it is C..? c;gerund. 1 g /GS1 gs 12 782 m 12 782 l f q 1 i -1 793 614 -794 re 12 782 m W n 0 792.06 612 -792 re W n 42 62 528 -21 re f BT /F1 1 Tf 7 0 0 7 43 53.5807 Tm 0 g -0.0001 Tc 0.0278 Tw (PhysicsJune 03)Tj /F3 1 Tf 10 0 0 10 301.1724 53.5807 Tm 0 Tw ([7])Tj 9 0 0 9 538.0142 53.5807 Tm -0.0002 Tc ([OVER])Tj ET 1 g 42.677 742.961 527.017 -629.684 re f BT 11.5 0 0 11.5 49.427 733.4286 Tm 0 g -0.0001 Tc 0.1643 Tw [(39)-413.2(The diagram below represents a ray of mono-)]TJ 1.413 -1.1304 TD -0.0167 Tw (chromatic light \()Tj /F5 1 Tf 6.7768 0 TD 0 Tc 0 Tw (f)Tj /F3 1 Tf 0.5293 0 TD -0.0167 Tw (= 5.09 )Tj /F9 1 Tf 2.8166 0 TD 0 Tw ()Tj /F3 1 Tf 0.7822 0 TD (10)Tj 7.993 0 0 7.993 202.583 724.2238 Tm (14)Tj 11.5 0 0 11.5 213.2593 720.4286 Tm -0.0001 Tc -0.0167 Tw (Hz\) passing from)Tj -12.8332 -1.1304 TD 0 Tw (medium )Tj /F5 1 Tf 3.7184 0 TD 0 Tc (X)Tj /F3 1 Tf 0.8858 0 TD (\()Tj /F5 1 Tf 0.3328 0 TD (n)Tj /F3 1 Tf 0.8119 0 TD -0.0001 Tc 0.025 Tw (= 1.46\) into fused quartz. )]TJ ET 1 g 375.229 525.098 177.177 -205.367 re f BT /F1 1 Tf 11 0 0 11 441.7639 515.937 Tm 0 g -0.0001 Tc 0.0278 Tw (Part B1)Tj /F3 1 Tf 10 0 0 10 376.2286 491.9369 Tm 0 Tc 0 Tw [(36)-78( . [)Tj 9 0 0 9 409.7353 138.7357 Tm 0 Tc 0 Tw (1)Tj 11.5 0 0 11.5 414.2353 138.7357 Tm (])Tj ET 1 g 318.46 595.268 245.703 -251.903 re f Q 0 0 0 1 K 0 J 0 j 1 w 4 M []0 d /GS2 gs 1 i 366.74 501.959 143.333 -144.667 re S [4 4 ]0 d 474.74 429.792 m 474.74 572.792 l S 1.5 w 3.864 M []0 d 423.623 553.891 m 436.123 541.391 l S 0 0 0 1 k 436.123 541.391 m 436.889 545.221 l 440.719 536.795 l 432.293 540.625 l 436.123 541.391 l f* BT /F8 1 Tf 11 0 0 11 387.7401 577.7921 Tm 0 Tc 0 Tw [(Light)-4104.9(Nor)-25(m)0.1(al)]TJ 0 -5.1364 TD (Air)Tj 0 -6.0454 TD [(Mater)-15(ial X)]TJ 11.5 -2.6818 TD (P)Tj ET 4 M 492.067 465.939 m 509.74 428.792 l 404.271 573.292 m 474.74 502.292 l 492.051 465.939 l S 492.051 465.939 m 494.081 469.276 l 494.798 460.048 l 488.19 466.529 l 492.051 465.939 l f* q -1 793 614 -794 re 12 782 m W n 0 792.06 612 -792 re W n 1 g /GS1 gs 230.559 515.986 61.87 -17.015 re f 168.189 515.986 61.87 -17.015 re f 105.819 515.986 61.87 -17.015 re f 43.449 515.986 61.87 -17.015 re f 230.559 533.501 61.87 -17.015 re f 168.189 533.501 61.87 -17.015 re f 105.819 533.501 61.87 -17.015 re f 43.449 533.501 61.87 -17.015 re f 42.949 546.501 249.98 -100.573 re f 43.449 546.001 61.87 -47.03 re f 105.819 546.001 61.87 -47.03 re f BT /F2 1 Tf 10 0 0 10 118.7035 531.9921 Tm 0 g -0.0001 Tc (Current)Tj /F8 1 Tf 1.1388 -1.2 TD -0.0002 Tc (\(A\))Tj ET 1 g 168.189 546.001 61.87 -47.03 re f BT /F2 1 Tf 10 0 0 10 178.2146 531.9921 Tm 0 g 0 Tc (P)Tj 0.6272 0 TD -0.0002 Tc (otential)Tj -0.9757 -1.2 TD -0.0001 Tc [(Diff)9.7(erence)]TJ /F8 1 Tf 1.7732 -1.2 TD -0.0002 Tc (\(V\))Tj ET 1 g 230.559 546.001 61.87 -47.03 re f BT /F2 1 Tf 10 0 0 10 235.0999 531.9921 Tm 0 g -0.0001 Tc (Resistance)Tj /F8 1 Tf 1.8651 -1.2 TD 0 Tc (\()Tj /F9 1 Tf 11.5 0 0 11.5 257.0789 519.9921 Tm ()Tj /F8 1 Tf 10 0 0 10 265.9089 519.9921 Tm (\))Tj ET 1 g 43.449 498.471 61.87 -17.014 re f BT 10 0 0 10 59.244 487.4153 Tm 0 g -0.0002 Tc 0.0278 Tw (lamp 1)Tj ET 1 g 105.819 498.471 61.87 -17.014 re f BT 10 0 0 10 127.0263 487.4153 Tm 0 g -0.0001 Tc 0 Tw (0.45)Tj ET 1 g 168.189 498.471 61.87 -17.014 re f BT 10 0 0 10 189.3962 487.4153 Tm 0 g (40.1)Tj ET 1 g 230.559 498.471 61.87 -17.014 re f BT 10 0 0 10 255.9348 487.4153 Tm 0 g (89)Tj ET 1 g 43.449 480.957 61.87 -17.015 re f BT 10 0 0 10 59.244 469.9006 Tm 0 g -0.0002 Tc 0.0278 Tw (lamp 2)Tj ET 1 g 105.819 480.957 61.87 -17.015 re f BT 10 0 0 10 127.3961 469.9006 Tm 0 g 0 Tw [(0.1)73.8(1)]TJ ET 1 g 168.189 480.957 61.87 -17.015 re f BT 10 0 0 10 189.3962 469.9006 Tm 0 g -0.0001 Tc (40.1)Tj ET 1 g 230.559 480.957 61.87 -17.015 re f BT 10 0 0 10 253.1553 469.9006 Tm 0 g (365)Tj ET 1 g 43.449 463.442 61.87 -17.014 re f BT 10 0 0 10 59.244 452.386 Tm 0 g -0.0002 Tc 0.0278 Tw (lamp 3)Tj ET 1 g 105.819 463.442 61.87 -17.014 re f BT 10 0 0 10 127.0263 452.386 Tm 0 g -0.0001 Tc 0 Tw (0.28)Tj ET 1 g 168.189 463.442 61.87 -17.014 re f BT 10 0 0 10 189.3962 452.386 Tm 0 g (40.1)Tj ET 1 g 230.559 463.442 61.87 -17.014 re f BT 10 0 0 10 253.1553 452.386 Tm 0 g (143)Tj ET 0 G 0.5 w 10 M 43.199 498.5 m 43.199 445.927 l S 105.569 546.501 m 105.569 445.928 l 167.939 546.501 m 167.939 445.928 l 230.309 546.501 m 230.309 445.928 l 292.679 546.501 m 292.679 445.928 l 105.699 546.251 m 292.929 546.251 l 42.949 498.721 m 292.929 498.721 l 42.949 481.207 m 292.929 481.207 l 42.949 463.692 m 292.929 463.692 l 42.949 446.178 m 292.929 446.178 l S 1 w 305.154 672.484 m 305.154 137.465 l S 125.63 122.086 m 486.821 122.086 l S Q )Tj 2.8801 0 TD (. 1 g /GS1 gs 12 782 m 12 782 l f q 1 i -1 793 614 -794 re 12 782 m W n 0 792.06 612 -792 re W n 43.239 743.198 527.055 -427.678 re f BT /F3 1 Tf 11.5 0 0 11.5 49.9894 733.6661 Tm 0 g -0.0001 Tc 0.3293 Tw [(29)-413.2(Standing waves in water are produced most)]TJ 1.413 -1.1304 TD 0.025 Tw (often by periodic water waves)Tj 0 -1.4783 TD 0.0644 Tw [(\(1\))-497.6(being absorbed at the boundary with a new)]TJ 1.663 -1.1304 TD 0 Tw (medium)Tj -1.663 -1.1304 TD -0.0074 Tw [(\(2\))-500.1(refracting at a boundary with a new medium)]TJ T* 0.025 Tw [(\(3\))-500.1(diffracting around a barrier)]TJ T* [(\(4\))-500.1(reflecting from a barrier)]TJ /F1 1 Tf 0 -3.2174 TD -0.0224 Tc 0.0278 Tw (Note that question 30 has only three choices. . For example, if a wave has a frequency of 120 Hz and a wavelength of 5m, it would have a speed of 600 m/s. . . . )]TJ 1.413 -1.4783 TD [(\(1\))-500.1(a)0( 110-kg wrestler resting on a mat)]TJ 0 -1.1304 TD [(\(2\))-500.1(a)0( 90-kg man walking at 2 m/s)]TJ T* -0.0251 Tc [(\(3\))-475.1(a 70-kg long-distance runner traveling at 5 m/s)]TJ T* -0.0001 Tc [(\(4\))-500.1(a)0( 50-kg girl sprinting at 10 m/s)]TJ -1.428 -2.8696 TD -0.0151 Tc 0.2608 Tw [(16)-458.2(A child is riding on a merry-go-round. The time it takes for a wave to repeat C. The distance between, a. one-ninth b. one-third c. the same as d. three times, 1. )]TJ -1.328 -2.4 TD 0.078 Tc -0.078 Tw [(9 . . . . After the collision, ball )Tj /F5 1 Tf 14.9073 0 TD 0 Tc 0 Tw (A)Tj /F3 1 Tf 1.1201 0 TD -0.0001 Tc 0.2222 Tw (moves at )Tj -16.0274 -1.1304 TD 0.114 Tw (10. meters per second and ball )Tj /F5 1 Tf 13.5376 0 TD 0 Tc 0 Tw (B)Tj /F3 1 Tf 1.012 0 TD -0.0001 Tc 0.114 Tw (at 15 meters)Tj -14.5496 -1.1304 TD 0.2961 Tw (per second, both still in the same direction. . . )Tj 0 -16.6087 TD -0.0001 Tc (The slope of the graph would have units of)Tj 0 -1.4783 TD -0.0002 Tc 0 Tw [(\(1\))-500.2(j)0(oules)-6538.1(\(3\))-500.2(w)-0.1(atts)]TJ 0 -1.1304 TD -0.0001 Tc [(\(2\))-500.1(seconds)-5705(\(4\))-500.1(newtons)]TJ 22.4573 50.8696 TD 0.2442 Tw [(41)-413.2(In the diagram below)73.8(, two positively charged)]TJ 1.413 -1.1304 TD 0 Tw (spheres, )Tj /F5 1 Tf 3.8985 0 TD 0 Tc (A)Tj /F3 1 Tf 1.1511 0 TD -0.0001 Tc (and )Tj /F5 1 Tf 2.0208 0 TD 0 Tc (B)Tj /F3 1 Tf 0.648 0 TD -0.0001 Tc 0.2532 Tw (, of masses )Tj /F5 1 Tf 5.4239 0 TD 0 Tc 0 Tw (m)Tj 7.993 0 0 7.993 499.6905 716.6337 Tm (A)Tj /F3 1 Tf 11.5 0 0 11.5 510.6559 720.4286 Tm -0.0001 Tc (and )Tj /F5 1 Tf 2.0208 0 TD 0 Tc (m)Tj 7.993 0 0 7.993 542.8397 716.6337 Tm (B)Tj /F3 1 Tf 11.5 0 0 11.5 553.8052 720.4286 Tm -0.0002 Tc (are)Tj -18.5756 -1.1304 TD -0.0001 Tc 0.025 Tw (located a distance )Tj /F5 1 Tf 7.6341 0 TD 0 Tc 0 Tw (d)Tj /F3 1 Tf 0.8119 0 TD -0.0001 Tc (apart. 5. which option is an example of reflection? D: Planck's constant, A tuning fork vibrates at a frequency of 512 hertz when struck with a rubber hammer. What term best describes. . . . )-1322(2)0(4)-200( . The diagram below represents a periodic wave. . 1 g /GS1 gs 12 782 m 12 782 l f q 1 i -1 793 614 -794 re 12 782 m W n 0 792.06 612 -792 re W n 42 62 528 -21 re f BT /F1 1 Tf 7 0 0 7 43 53.5807 Tm 0 g -0.0001 Tc 0.0278 Tw (PhysicsJune 03)Tj /F3 1 Tf 10 0 0 10 301.1724 53.5807 Tm 0 Tw ([9])Tj 9 0 0 9 538.0142 53.5807 Tm -0.0002 Tc ([OVER])Tj ET 1 g 42.677 743.096 526.966 -291.012 re f BT 11.5 0 0 11.5 49.427 733.5636 Tm 0 g -0.0001 Tc 0.025 Tw [(45)-413.2(The diagram below shows two pulses, )]TJ /F5 1 Tf 17.2857 0 TD 0 Tc 0 Tw (A)Tj /F3 1 Tf 0.923 0 TD -0.0001 Tc (and )Tj /F5 1 Tf 1.7926 0 TD 0 Tc (B)Tj /F3 1 Tf 0.648 0 TD -0.0001 Tc 0.025 Tw (, approaching each other in a uniform medium. H\UkPWam6)A"(ADAF@# (W#n!qE!jlP O=ck{wV0*7FP-]09Sh)Z:%.^!RI~8_m}~o)'?225DS95s4z65Q4Xb/sXmyV[j%=Xrr2]\j[lbX`KMOebBV$2nS617RmY{(fac 7&e2a1 . . A: speed . A series of pulses at regular intervals If the frequency of a sound wave is doubled, the period of the sound wave is halved If the frequency of a sound wave in air at STP remains constant, the wave's energy can be varied by changing its amplitude 3x - 7 A. . . . . . Do clownfish have a skeleton or exoskeleton. . . Thank you, 1. C. glass . . C: period . . A. frequency B. amplitude C. wavelength D. wave. . long wavelength and high frequency long wavelength and low frequency short wavelength and low frequency short wavelength and high frequency 3. D: wavelength, A periodic wave is produced by a vibrating tuning fork. . . . [V)54.8(ectors are not drawn to)]TJ -8.1237 -1.1304 TD -0.0002 Tc 0 Tw (scale. If the electromagnetic wave has an electric field of 0.22 V/m, what is the magnetic field amplitude? C: are transferred in the direction of the wave's motion, only D: 11 m, The product of a wave's frequency and its period is . 4. and explosion takes place in space. . 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