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Description: AClassesPerformance Matters OLA+ → COA ola.performancematters.com/ola/ola.jsp?clientCode=flColumbia#O CHS BookmarksG Google 6G Image result for fun.G Image result for blo.G focus columbia - G.P Performance MattersQuestion 13 of 13 0Determine how (if

The ratios of the sides in the first triangle is, 8:10:15 &, The ratios of the sides in the…

Answered: Determine how (if possible) the…

Math

Advanced Math

Determine how (if possible) the triangles can be proved similar. 24 8. 10 16 15 12.8 O AA - O Sss - O SAS - O Not Similar

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter61: Areas Of Circles, Sectors, And Segments

Section: Chapter Questions

Problem 1A: Plans call for triangle BCDto be sheared off a corner of a rectangle as shown in the figure. A...

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Plans call for triangle BCDto be sheared off a corner of a rectangle as shown in the figure. A decision is made to move one vertex of the triangle 1.5 in. from B to B' and the other vertex from D to D'. How much larger is the area of AB' D' than ABDEF ?
The Unified Thread may have either a flat or rounded crest or root (Figure 4-6). If the sides of the Unified Thread are extended, a sharp V-thread is formed (Figure 4-7). In Figure 4-7, H is the height of a sharp V-thread. The pitch, P, is the distance between two adjacent threads. Find dimensions A, B, and C as indicated. a. H=716A=_,B=_ b. H=38A=_,B=_ c. H=1516A=_,B=_ d. H=2132A=_,B=_ e. H=34A=_,B=_ f. P=14C=_ g. P=332C=_ h. P=120C=_ i. P=128C=_ j. P=316C=_
Given:DF-AC-inO OE=5x+4 OB=2x+19 Find:OE
Given: In Figure 39-12, s is the length of a side of a hexagon, r isthe radius of the inside circle, and R is the radius of the outside circle. a. What is the length of r if r equals the product of 0.866 and the length of a side of the hexagon? b. What is the length of R if R equals the product of 1.155 and the radius of the inside circle? c. What is the area of the hexagon if the area equals the product of 2.598 and the square of the radius of the outside circle?