HOMEWORK: INTRODUCTION TO MOTION Distance(Position)-Time Graphs
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- Dortha Emerald Bishop
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1 HOMEWORK: INTROUCTION TO MOTION (P)Tm Grph Nm Lb Prr() wr h fwg qu h p prvdd. 1. Wh d yu d r hrz dm grph? Sd. T m 2. Hw d yu wk r rg h h p up? Wk dy () pd wy frm h rg (dr). T m 3. Hw d yu wk r rg h h p dw? Wk dy pd wrd h rg. T m 4. Hw d yu mv h grph g up py fr, d h u up grduy? Fr wk quky wy frm h rg, dy pd h wk wy mr wy dy pd. T m 5. Hw d yu wk r Uhp d grph? Fr wk wrd h rg, pdg up h wg dw. Rvr dr, pd up h w dw d m r. T m T fr Sf Thkg H1 M d Fr 9/92 HmwrkIrdu M CSMT Tuf U.
2 wr h fwg bu w bj, d, wh m prdu d h fwg d (p) m grph. Tm 6. ) Whh bj mvg fr r? b) Whh r hd? f wh yu m by "hd." r u furhr frm h rg h d hy r bh mvg wy frm h rg ) Wh d h r m? Obj d r h m p h m m. Obj p bj. Tm 7. ) Whh bj mvg fr? h bu m pd. b) Whh bj h gv vy rdg h v w hv bhd? Tm 8. ) Whh bj mvg fr? b) Whh r hd? Exp wh yu m by"hd." Thy r bh mvg wrd h rg, d r r h rg. T fr Sf Thkg H2 M d Fr 9/92 HmwrkIrdu M CSMT Tuf U.
3 Skh h d (p)m grph rrpdg h f h fwg drp f h m f bj. 9. Th bj mv wh dy ( ) vy wy frm h rg. 1. Th bj dg. 5 1 T m () 5 1 T m () Th bj mv wh dy ( ) vy wrd h rg fr 5 d d h d fr 5 d. Th bj mv wh dy v y wy frm h rg fr 5 d, h rvr dr d mv h m pd wrd h rg fr 5 d. 5 1 T m () 5 1 T m () 13. Th bj mv wy frm h rg, rg wy d pdg up. N: Th grph r xmp f rr grph. 5 1 T m () T fr Sf Thkg H3 M d Fr 9/92 HmwrkIrdu M CSMT Tuf U.
4 ytm Grph fr udyg h vym grph yu hv md, wr h fwg qu: Tm 1. Hw d yu mv r hrz h pv pr f vym grph? Mv dy ()_vy wy frm h rg. Tm 2. Hw d yu mv r rgh vym grph h p up frm zr? Mv wy frm h rg pdg up dy r. Tm 3. Hw d yu mv r rgh vym grph h p dw? Mv wy frm h rg wg dw dy r. Tm 4. Hw d yu mv mk hrz h gv pr f vym grph? Mv wh dy () vy wrd h rg. T fr Sf Thkg H4 M d Fr 9/92 HmwrkIrdu M CSMT Tuf U.
5 5. Th vym grph f bj hw bw. Fgur u h d rvd by h bj. Shw yur wrk. = 8 mr. (2 m/)(4 ) = 8 m 4 2 y 2 m/ T m ( ) 4 6. h f h vy grph bw, 1 d 2, hw h m f w bj, d. wr h fwg qu pry fr 1 d fr 2. Exp yur wr wh ry. ) I fr h h hr? If, whh fr? ( r ) b) Wh d h r m? ) C whh bj "hd"? (df "hd") d) hr bj r ur rud? Exp. E L 1 2 T I M E E L T I M E ) wy mv fr. ) Fr,h fr h r. b) Thy r mvg h m pd b) Thy r mvg h m pd h mm m. h mm m. ) C'. y grph d hw ) C'. y grph d _ h rg p. hw h rg p. rd. d) N d hg g. d) N d hg g. T fr Sf Thkg H5 M d Fr 9/92 HmwrkIrdu M CSMT Tuf U.
6 Skh vym h vy m grph rrpdg h f h fwg drp f h m f bj. 7. Th bj mvg wy frm h rg dy ( ) vy. 8. Th bj dg. 9. Th bj mv wrd h rg dy ( ) vy fr 1 d, d h d fr 1 d. 1 2 Tm() 1 2 Tm() 1 2 Tm() 1. Th bj mv wy frm h rg dy ( ) vy fr 1 d, r vr dr d mv bk wrd h rg h m p d fr 1 d. 1 2 Tm() T fr Sf Thkg H6 M d Fr 9/92 HmwrkIrdu M CSMT Tuf U.
7 11. rw h vy grph fr bj wh m prdud h dm grph hw bw h f. mr d vy mr pr d. (Th, h vy h umbr f mr h bj wud mv d.) N: Uk m r bj, yu um h bj hg vy quky h k u wh h m (m) Tm () y (m/) Tm() (m) Tm () y (m/) Tm() (m) Tm () y (m/) Tm() T fr Sf Thkg H7 M d Fr 9/92 HmwrkIrdu M CSMT Tuf U.
8 12. rw rfu grph bw f d d vy fr r h r h rg d. mv wy frm h rg w d dy () vy fr h fr 5 d. b. mv wy mdumf, dy () vy fr h x 5 d.. d fr h x 5 d. d. mv wrd h rg w d dy () vy fr h x 5 d.. d fr h 5 d. 1 y m/ m T m () T fr Sf Thkg H8 M d Fr 9/92 HmwrkIrdu M CSMT Tuf U.
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