A company announces that it will soon release a cheap Smart Watch. It opens a contest to guess the retail price of the watch, with the information that it will be more than $24.95 but no more than $49.95. They decide to give a free watch to anyone who guesses close enough, which is in the range $30.00 < Price s $31.00. Their experience is that any price at all is equally likely to be guessed. They receive 52 entries, which seem to be from different customers. What is the probability that exactly 3 customers will win a watch? .0577 .120 O.191 O.235 O.377

Q: 55. f' (#) = 1+;f(1) = 3 ; f (1) = 3 x2

A:

Q: abc and dbf are vertical angels, with m abc=4x and m dbf= 96x-12)

A: Here we find the abc and dbf are vertical angels.

Q: 5u + 3 at u=3 2.

A: We need to find 5u+32 at u=3. So,       5u+32=5(3)+32=182=9.

Q: help please use the contraposition to prove if x+ y &lt; 10,  then x&lt; 5 or  y&lt; 5.

A: Step 1: Step 2: Step 3: Step 4:

Q: p value is incorrect. please fix that!

A: Take t value from above given data t = 0.6004 df = 57.7 ~ 58

Q: 4. A line segment L passing through the point (1, 1) has its endpoints lying on the x-axis and…

A:

Q: could you plz explain more about the b part? i didn't get it

A:

Q: + 4 Y

A: Graph the line equation

Q: 20: a) Find variables if 3x + y 19 -17 2 [19 2x+3y]

A:

Q: Find the He Intertl Of Colvergelke HON e raus and Couverge (3x-1)" 12+h

A:

Q: Help please Disprove the statement  by giving a counterexample :…

A: The given statement is a mathematical proposition that states: For all real numbers a and b, if a is…

Q: Explain method of False position in detail.

A: Method of false position

Q: Vse Che quadatic farmuta to solve the quaidratic egaution?

A:

Q: 1+tan x

A: We have to find the integral.

Q: Jósec? 30/3+2 tan 30d0 8.

A:

Q: If (x + yiX3 - 2i)= 16 - 2i, find the value of y

A: To find the value of y we compare both side  imaginary parts

Q: vei The ldentit CX Tanxt SEEX-CSCX Tanx-

A: Prove the identity.

Q: 5) x + 2 :+2 Find de Also, show a check.

A: Topic: integration

Q: Calculate the risk of fire if the probability of a release is 2.13 x 106 per year. The probability…

A:

Q: sec 2. 5-Seck secx XP

A: we need to evaluate the integral ∫sec2x5-sec2x dx we know  sec2(x)=tan2(x)+1

Q: 3 2. (e) 12 +3t+2 2+1-2

A: Given,

Q: Proxx BA (UxAx) = Ux (BO) Ax

A:

Q: the one u just did is wrong and can you please do the second

A:

Q: perpendicular

A: We will solve the problem.

Q: Without expanding, show that

A: By using properties of determinant we have to show that: 1ab+c1ba+c1ca+b=0 Applying C2→C2+C3 in LHS…

Q: Explain why the Theorem of Pappus is useful.

A: To Explain: Why the Theorem of Pappus is useful.

Q: 2. secx d X secx

A: ∫sec2x5-sec2xdxPrepare for substitution, use:sec2x=tan2x+1

Q: Elianna wonders if the same ideas of AA triangle similarity would work for rectangles. She makes the…

A: Given statement : All angles of a rectangle are 90°. Hence, they are similar. ★ To be proved -…

Q: convolution theorum, S -1) 12 šta

A:

Q: Explain the and differentiate Coordinate between three yotem- Alko describe their application and…

A: In three-dimensional space, There are Three Axes. The Cartesian coordinate system is based on three…

Q: Show that 1 -2 = R³. span 3 1

A: In R^3 if three vectors are linearly independent then they span the whole space R^3.

Q: 1.fし) -x' + 5 and glx) =x²+4x-12 ラ

A:

Q: R (5y + 14) (3x)' (8y-13)° (2r + 1)° S. A) 54° B) 49° C) 59° D) 72° E) 24°

A: Here, ∠QRP &amp;∠RPS are alternate angles. So, ∠QRP =∠RPS...(1)

Inverse Normal Distribution

The method used for finding the corresponding z-critical value in a normal distribution using the known probability is said to be an inverse normal distribution. The inverse normal distribution is a continuous probability distribution with a family of two parameters.

Mean, Median, Mode

It is a descriptive summary of a data set. It can be defined by using some of the measures. The central tendencies do not provide information regarding individual data from the dataset. However, they give a summary of the data set. The central tendency or measure of central tendency is a central or typical value for a probability distribution.

Z-Scores

A z-score is a unit of measurement used in statistics to describe the position of a raw score in terms of its distance from the mean, measured with reference to standard deviation from the mean. Z-scores are useful in statistics because they allow comparison between two scores that belong to different normal distributions.