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That s a start! Now let s see how we move on to the next item in the list, by providing an implementation for the next: method. Some of this code is similar to what we had in the applicationDidFinishLaunching: method. We prepare the right side, start some transitions (including a call to another new internal method, transitionOutToLeft, which we ll get to soon), and update an index (including another bounds check) and some pointers at the end. The biggest difference here is that the methods that are going to do animation are all sandwiched between calls to [NSAnimationContext beginGrouping] and [NSAnimationContext endGrouping], which work together to form a sort of transaction. Between those two calls, any animations that are added to the default animation context, including all implicit animations, will be set up to run simultaneously. This means that as we create implicit animations in our internal methods, they will all be set up to fire off simultaneously. Without this step, the animations we create would all start running in sequence, one after another as they re created. Normally this won t make much of a difference, but it s entirely possible that some unexpected event could occur just as those animations are being created, such as another process suddenly hogging the CPU, which could lead to these animations running in a slightly staggered manner, starting and ending at different times. By wrapping them in a grouping as shown here, that potential problem is eliminated.

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A ratio is a comparison between two numbers by division Ratios can be written in several different ways The ratio of 2 and 3 can be written in four different ways: 2 to 3 2 out of 3 2:3

A rate is a ratio that compares two quantities with different measurement units A unit rate is a rate that has been simplified so that the denominator is 1 Example: Write 98 km in 20 hours as a unit rate 98 km in 20 hours is a ratio of

( 2980 )( hkom ) ur km (49)( hour )

Split the fraction into the product of a number fraction and a unit fraction Simplify the number fraction

- (IBAction)next:(id)sender { [self prepareRightSide]; [NSAnimationContext beginGrouping]; [[NSAnimationContext currentContext] setDuration:ANIM_DURATION]; [self transitionInFromRight]; [self transitionOutToLeft]; [NSAnimationContext endGrouping]; currentTabIndex++;

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49 km per hour or 49 km/h Example: Write 16 Swedish crowns in 2 US dollars as a unit rate 16 Swedish crowns in $200 American currency is a ratio of

16 Swedish crowns 2 US dollars e ( 126 )( SwUdSish cllraorwns ) do s Swedish crowns = (8)( US dollars ) 16 Swedish crowns 2 US dollars

A proportion is an equation that states that two ratios are equal:

Proportions used to solve ratio problems often include three numbers and one variable You can solve the proportion to find the value of the variable To solve a proportion, use cross multiplication Example: Solve the proportion Cross multiply:

2 3 n 75

An exponent is a number that tells how many times a number, a, is used as a factor An exponent is written as a superscript In the term a n, a is the base and n is the exponent a n is called the n th power of a or a raised to the n th power

if (currentTabIndex >= [items count]) currentTabIndex = 0; leftView = middleView; middleView = rightView; }

Connecting Math to Physics A subscript is not an exponent In physics, a subscript is used to further describe the variable For example, v0 can be used to represent the velocity at time 0 A subscript is a part of the variable Positive exponent For any nonzero number, a, and any integer, n, an 104 23 (a1)(a2)(a3) (an)

Example: Simplify the following exponent terms (10)(10)(10)(10) (2)(2)(2) 8 10,000

Zero exponent For any nonzero number, a, a0 1 Examples: Simplify the following zero exponent terms 20 130 1 1

A square root of a number is one of its two equal factors A radical sign, , 1 1 indicates a square root A square root can be shown as exponent , as in b b 2 You 2 can use a calculator to find square roots Examples: Simplify the following square root terms a2 9 64 3844 39 (a)(a) (3)(3) a 3 80

test2=# insert into store"Customer" ("CustomerID", "LastName", "Phone") test2-# values ('BLU002', 'Blum', '555-4321'); INSERT 0 1 test2=#

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