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*** ******** 6 we can ******** ******** *** chance of ******* ******** number ** ***** ***** and ********** **** need ** **** sure we ****** *** *** ***** number ** candies ****** the *** ***** ***** **** we pick out * ***** there **** be 17 **** ******* of ************************************************************************************ *** **** **** ** ********* **** *** ***** ***** ** represents *** ****** ** getting ***************************************************** reason we ******* * and * **** ** * is ******* ** is *** same if we *** JSJ *** ** ******* *** *** the ***** **** *** this *********** ******** ** basically we do *** same ******* *** ****** ******** ********************************* ******** ** one ***** ** need to be ******* is he ******** ORDER ** ** *** asking us *** ****** ** ******* *** **** *** *** odd ** *** **** ** ** ****** ** **** ***** **** *** **** * *** **** * can ******* ***************************** the question ******* to getting *** *** *** *** **** **** *** ****** **** ** *** ******** by *** ****** in ******* TIP:Counting Probability **** ***** ********* *** **** ********** **** other **
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** calculate ***** probabilities we assume **** *** **** is a **** **** *** ***** **** ******** **** has 1 **** *** * on ** **** is the *********** of ********* **** ******* ** ******** even ******* ** a **** *** three *** include * 4 and 6 Therefore *** *********** of ******* ** **** ****** ** *** ** ***** probability ** ******* **** numbers on **** times ** the product ** *** two ************* **** is ** * ** = *** **** ******* ** *** first and then *** ** *** second?The *********** ** ******* ** **** number ** 3/ 6 ***** *** *********** of ******* an *** number ** **** *** ** there *** ***** odd numbers *** ***** **** ******* ** * dice *** ******* of *** ***** does *** ********* the ******* of the ****** **** Therefore *** probability ** ******* ** **** ****** *** ** *** ****** ** 3/6 * *** * **** = *** ** * *** ***** *** 10 ***** ranchers *** * ******** **** * ***** ** ***** *** **** keep ** ** *** randomly select ***** **** *** *** what is the probability ofa) Selecting ***** ***** ************** *** ***** * ***** ** or *** keeps it **** means that *** ****** ** ***** ******** ** the bag reduces after every ******* Therefore *** *********** ** ******* *** first ***** ******* ** ***** *** *********** ** ******* *** ****** jolly ******* ** **** ***** the *********** ** picking *** ***** ***** ******* ** **** To get *** *********** ** ********* ***** ***** ******** ** find *** ******* ** *** ***** ************* **** is 10/18 * **** * **** * ***** ** **** decimal placesB) * jolly ******** *** * ********** ********* ***** **** * person picks * ***** ** or she ***** ** ***** reduces the ****** of available candies ** choose from ** *** next ***** ** **** **** *** probability ** ******** the ***** ***** rancher ** ***** *** *********** ** ******** *** ****** jolly ******* ** **** *** *********** ** picking * ******* ** **** The probability ** ******* 2 ***** ******** and * ******** ** *** product ** ***** three ************* **** ** ***** * **** * 8/16 * *****
