By Stephen Armstrong, Daniel Murphy

*Get prepared in your AP US heritage examination with this simple, easy-to-follow learn guide—updated for the entire newest examination changes*

*5 Steps to a five: AP US History* beneficial properties a good, 5-step plan to steer your practise software and assist you construct the talents, wisdom, and test-taking self assurance you want to be triumphant. This absolutely revised variation covers the most recent direction syllabus and fits the newest examination.

The publication offers entry to McGraw-Hill Education’s interactive AP Planner app, in order to assist you obtain a customizable learn time table in your cellular machine.

• Bonus app positive aspects day-by-day perform task notifications, plus additional perform inquiries to determine attempt readiness

• three entire perform AP US heritage exams

• three separate examine plans to suit your studying sort

**Read Online or Download 5 Steps to a 5 AP US History (2016 Edition, 7th Edition) (5 Steps to a 5 on the Advanced Placement Examinations Series) PDF**

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**Additional resources for 5 Steps to a 5 AP US History (2016 Edition, 7th Edition) (5 Steps to a 5 on the Advanced Placement Examinations Series)**

**Example text**

28Њ to the nearest hundredth degree OR (d) Record the whole number of degrees, 35Њ. (e) Press (Ϫ) key, enter 35, press (ϭ) key, press (ϫ) key, enter 60, and press (ϭ) key. (f) To the nearest minute, the displayed value is 17Ј. (g) A ϭ 35Њ17Ј to the nearest minute. When values of cotangent, secant, or cosecant are given, the reciprocal of the given function value is found, and then the reciprocal function is used. 4172. (a) Put the calculator in degree mode. 4172, and press (ϭ) key. (c) Press (inv) key and press (cos) key.

D) Add (since sine) the correction to 4173 and obtain 4181. 4, we interpolate from the smaller angle to the larger, (1) the correction is added in finding the sine, tangent, and secant; and (2) the correction is subtracted in finding the cosine, cotangent, and cosecant. 23Њ. 0002 to four decimal places. 08Њ. 0039 to four decimal places. 8400 (See Probs. 4 Using Tables to Find an Angle Given a Function Value The process is a reversal of that given above. 4234. ) The given value is not an entry in the table.

13 In any equilateral triangle ABD, each angle is 60Њ. The bisector of any angle, like B, is the perpendicular bisector of the opposite side. Let the sides of the equilateral triangle be of length 2 units. Then in the right triangle ABC, AB ϭ 2, AC ϭ 1, and BC ϭ 222 Ϫ 12 ϭ 23. sin 30Њ ϭ 1/2 ϭ cos 60Њ cot 30Њ ϭ 23 ϭ tan 60Њ cos 30Њϭ 23>2 ϭ sin 60Њ sec 30Њ ϭ 2> 23 ϭ 2 23>3 ϭ csc 60Њ tan 30Њ ϭ 1> 23 ϭ 23>3 ϭ cot 60Њ csc 30Њ ϭ 2 ϭ sec 60Њ (NOTE: In Probs. 15 two solution procedures are shown, one for manual solution and one for calculator solution, whenever the two are different.