Using technology to randomly secelting two numbers form 1 to 6. Find the sum and subtract 1 to obtain a total. B. use this procedure to select 100 totals from 1 to 11. Tally the results

Q: 14. How many different arrangements are there of all the letters in the word PINEAPPLE? a. 362 880…

A: Given that, word PINEAPPLE, there are 9 letters in the word.   Note- according to Bartleby questions…

Q: A. On a separate sheet of paper, draw a number line to represent the following mixed numbers between…

A:

Q: 09) To win the lottery, one must correctly select 3 numbers from a total set of 30 numbers. The…

A: Find the different selection are possible

Q: Luke has a set of cards numbered 1 to 8, which he arranges in pairs. He notes the sum of the numbers…

A: The number of ways to arrange the cards can be obtained by the permutation and combination methods.…

Q: Use the fundamental counting principle to dins the total number of possible outcomes A)12 B)59…

A: If we can perform a task A in m different ways and a task B in n different ways, then we can…

Q: G. Instruction: Use Binet's formula and a calculator to find the 1. 100th and 2. 1000th Fibonacdi…

A: Binet's Formula:If Fn is the nth Fibonacci number, then Fn = 151+52n - 1-52n       —⊛

Q: B. Consider the following procedure: 1. Pick any counting number. 2. Multiply the number by 8. 3.…

A: lets any number is : x multiply by 8         : 8x substract 4 from product    : 8x -4 divide by 2…

Q: 324553.88 136527.47 3449062.64 O 3036975

A: From the output, the  SS (agec | lwtc) is 136527.47

Q: 8. Count from 1s to 100, in base 5.

A: Given 15 to 1005 in base 5.

Q: 1325 + 481 + 5411

A: Ans: 2

Q: nded onnuell

A: Here we have to find the number of years requred to getting double

Q: 7 sprinters have made it to the Olympic finals in the 100-meter race. In how many different ways can…

A: Given : 7 sprinters have made it to the Olympic finals in the 100-meter raceans the gold, silver,…

Q: How many permuations are possible with repeats for P(5,4) 120 60 O 125 625

A:

Q: 4. Investigate: a. How many dots are needed to draw the next figure? b. Write a mathematical…

A: No. of dots in the given figures-  1 , 5 , 12 , 22

Q: How many permuations are possible without repeats for P(5,3) O 60 O 125

A:

Q: How many days are there from October 16 through November 15? (Numerical answer only)

A: We have to find the number of days are there from October 16 through November 15. We know that the…

Q: 1. Place the following fractions on the number line given.

A: a) Given data: The given number is a=5/4. The given number can be written as, a=54=114 It means the…

Q: use the digits 1-9 at mast one time each : • What is the largest sum you can make with "regular"…

A: An improper fraction is a fraction in which the numerator is greater than or equal to the…

Q: 3. Find the Fibonacci number using the Golden Ratio when n = 28.

A: Fibonacci sequence is a sequence whose term is determined by adding its two predecessor terms. There…

Q: 5 Σ 11 i=2 in

A:

Q: 12. Find the sum of the even numbers from 160 to 500. A) 56,430 B) 56,100 C) 56,280 D) 56,084

A: We use formula for A.P series to calculate sum

Q: Find the indicated sum.

A: To find∑i=3712.

Q: Find the indicated sum. 11 i= 6

A:

Q: Bereken n. / Calculate n. n. (6) 15 12. ANTWOORD:/ ANSWER: n

A:

Q: Give the next number in the given series of numbers: 12, 28, 49, 75, 106

A: The given series is 12, 28, 49, 75, 106. We have to find the next number in the given series of…

Q: Given In (4) =1.3863 and In(5) = 1.6094 find the following below. (Round to 3 decimals) In (20)

A:

Q: ng the number of enre ay Tuesday Wednes 10 20

A: The explanation is given as,

Q: state Counting principle (relating the size of A×BA×B to the sizes of AA and BB).

A: Fundamental Counting Principle:It is a mathematical rule which allows you to find the number of that…

Q: A spinner with 10 equally sized slices has 4 yellow slices, 4 red slices, and 2 blue slices. Diane…

A: Solution: Given information: Yellow Slices = 4 Red Slices = 4 Blue Slices = 2 Total Slices = 10…

Q: 6 sprinters have made it to the Olympic finals in the 100-meter race. In how many different ways can…

A:

Q: AABC ~AXY Z. Find the value of n to the nearest tenth. 8 in. A n in. 5 in. 6 in.

A: The figure of the triangles are given by To evaluate : The value of n when △ABC ~ △XYZ

Q: 13. A chef ordered 229 eggs. To the nearest ten, how many eggs did the chef order'

A: “Since you have posted multiple questions, we will solve first question for you. To get remaining…

Q: Given In(4) = 1.3863 and In(5) = 1.6094 find the following below. (Round to 3 decimals) In (80)

A: Use the logarithmic identities, ln(a*b)=lna+lnblnam=mlna

Q: How many ways can you take (without replacement) 5 cups from 14 different cups? Select one: 40320 O…

A: Let A be a set of n elements. To select r objects from a collection of n elements in the set A…

Q: Find the units digit for the sum 1325 + 481 + 5411?

A: Given, we have to find the unit digit of  1325 + 481 + 5411

Q: ures are multiples of 30 or 45

A: From the given data:

Q: There are 50 persons. find the number of hand shakings that occur is ... 1. O 1225 2. O 2450 3. O…

A:

Q: In a lottery, 6 different numbers are chosen from 1 to 44. How many different lottery tickets are…

A: Combinations are a way to calculate the total outcomes of an event where order of the outcomes does…

Q: How many thre three-digit num

A: Let the three-digit number be: 100z+10y+x where x is the digit in one's place, y is the digit in…

Q: .7 = .77777777777 .….

A:

Q: Date Title Page No. Teacher Sign / Remarks find the smallest prime number dividing the Sum 3+ 5 ¹13

A:

Q: Solve this problem and say whether it is a join problem separate part part whole compare problem

A:

Q: 13. Fill in the squares using the digits 4, 5, 6, 7, 8, and 9 exactly one time each to make the…

A: In this problem, 6 digits are given and we have to make two 3-digit number using those with exactly…

Q: Find the indicated sum. 10 11 i= 4

A:

Q: List the outcomes (in numerical order, separated by commas) for rolling ONE six-sided die.

A: Given: The objective is to list the outcomes for rolling on six-sided die.

Q: 14. Give the fraction represented by the indicated location on each number line. a. b. C. d. H

A: From the given problem:   a. There are 6 steps. So, per step size will be:(1-0)7=17 Now.…

Q: arranged these books into 12 boxes. Some boxes and 98 books to his friends. He was left with Brian…

A: Let Brain had total = x books.  The number of books given to his brother =13 of x

Q: A florist has 10 flowers of different varieties. In how many ways can the florist select 4 or more…

A: It is given that the, A florist has 10 flowers of different varieties.  A florist select 4 or more…

Q: 14. Find the sum. 84,396 + 29,760 19, Find the difference. 73,850 – 23,559

A:

Q: What would be the next number in the series? * 112, 111, 119, 92, 156, 31, 1375 287 O 387 247

A: Given sequence : 112, 111, 119, 92, 156, 31, ?Writing 112 =112writing  111=112-13writing…

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.