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6. Calculate the total magnification of an object viewed under a) the low power objective and b) the high

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BELLRINGER. 6. Calculate the total magnification of an object viewed under a) the low power objective and b) the high power objective?. Housekeeping. Supply check Attendance Remember to sign up for UT Quest and submit your “Test Paper” to turnitin.com DUE TOMORROW - PowerPoint PPT Presentation

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Page 1: BELLRINGER

6. Calculate the total magnification of an object viewed under a) the low power objective and b) the high power objective?

Page 2: BELLRINGER

Supply checkAttendanceRemember to sign up for UT Quest

and submit your “Test Paper” to turnitin.com

DUE TOMORROWTHIS IS THE EASIEST 100 YOU

WILL EVER GET!

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August 26, 2010

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A free body diagram is the visual representation of force vectors

WOE = — mg

NOS = + mg

FOA = mafOS = µN

∑ Fy = mg - mg = 0∑ Fx = ma - µN = manet

Fnet = manet

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#1 & 2 together 10 minutes to complete#3 & 6 Groups 1, 4, 7#4 & 7 Groups 2, 5, 8#5 & 8 Groups 3, 6, 9

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WOE = — mg

NOS = + mg

∑ Fy = NOS - WOE = 0∑ Fy = mg - mg = 0

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WOE = — mg

NOS

∑ Fynet = NOS - WOE = manet

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WOE = — mg

NOS = + mg

FOA = ma∑ Fy = NOS - WOE = 0 = mg - mg = 0∑ Fx = manet

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WOE = — mg

NOS = + mg

FOA = mafOS = µN

∑ Fy = mg - mg = 0∑ Fx = ma - µN = manet

Fnet = manet

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WOE = — mg

NOS = + mg

FOA = mafOS = µN

∑ Fy = mg - mg = 0∑ Fx = ma - µN = — manet

Fnet = — manet

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TOR = + mg

WOE = — mg

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TOR = + mg

WOE = — mgFOA = ma

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TOR = + mg

WOE = — mg

Can we directly measure the Tension? Is it still equal to +mg? Why or why not?

-x

+yThe x and y are just the components of the actual forces. This is why they’re drawn with dotted lines. You must ALWAYS draw components with dotted lines.

FOA = ma

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Trigonometry: deals with angles and sides of triangles

S ine (sin )O pposite overH ypoteneuseC osine (cos )A djacent overH ypoteneuseT angent (tan )O pposite overA djacent

Y = Opp.

X =Adj.

Hyp.

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xadj

yopp

T

S O H C A H T O A i p y o d y a p dn p p s j p n p j

sinѲ= opp = y hyp T

cos Ѳ = adj = x hyp T

tan Ѳ = opp = y adj x

Ѳ

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XT cos Ѳ =x

adj

YT sinѲ =

yopp

T

S O H C A H T O A i p y o d y a p dn p p s j p n p j

T sinѲ= y

T cos Ѳ = x

Ѳ

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TOR = + mg

WOE = — mg

-xT cos Ѳ =x

+yT sinѲ = +y

∑ Fy = T sinѲ - mg = 0∑ Fx = ma - T cosѲ = 0

FOA = ma

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WOE = — mg

ѲѲ TOR2TOR1

In order for this box to just be hanging, what does the upward y component of the tension HAVE to be??