16. 2.5 ft # 24.416 6 I182 I#5572 5

Q: 35 mg = %3D 35 000 350 O 3.5 0.04

A: Given data: The given mass is m=35 mg. The given mass can be written as, m=35 mg=35 mg1 g1000…

Q: tind ten 20. %3D 40

A: In this question, the concept of the differential equation is applied. Differential Equation A…

Q: 18 mi 18 mi 1026.04 mi3 1326 mi3 1526.82 mi3 6104.16 mi3

A: We have to find the volume of cone

Q: 7. 8. 9. 135 6 in 7 cm 10 cm 35

A:

Q: 1) 8.5 mi 5 mi 8.5 mi

A:

Q: 1. 2. 3. 240° 14 in 10 in 60° 4. 16 ft 5. 315 4. 5. 19 12 12 ft 14 cm

A: If the angle of the sector is given in degrees, then the formula for the area of a sector is given…

Q: 65 km 25 km O 88 km 60 km 70 km 55 km

A: Use pythagorous theorem.

Q: 10. 6 cm 11. 12. 8 in. 11 ft 25 ft 9 cm -7 cm - 17 in. w.aomo

A: The area quadrilaterals of type kite is given by: A=12d1d2 where d1 and d2 are long and short…

Q: 35 feet 40 feet 15 feet 15 feet 60 feet (0, 0)

A: consider the vertex of parabola is at (0,k)

Q: 8. 10 800 STO 1430 EPIC

A: question 9 is wrong because sum of angles can't be greater than 180 and 99+ 110 = 209 it is wrong so…

Q: TYPE FEES PER PUPIL FULL TIME PUPIL PART TIME PUPIL $200 $100

A: By the given fees structure, we can find the total fees of n pupil for both full time and part time…

Q: Height (in inches) 54 Frequency 57 1 60 4 63 4. 67 H23 IN 6669O

A: Given Data: Height ( in inches) Frequency 54 1 57 1 60 5 61 4 62 7 63 4 67 1…

Q: 3 ft 2 ft 3 ft 37.7 cu ft O 50.2 cu ft O 12.5 cu ft O 75.4 cu ft 3.

A:

Q: 9. 10. 29.1 in 11.8 ft 14.6 16.4 ft 20.4 In 11. 30 cm 30 cm 26 cm

A:

Q: 5) 7 yd 4 yd 9.4 yd 8) 5.9 km 10 cm 5.3 cm 10 km 7)

A: Since you have posted a question with multiple sub-parts, we will solve first three subparts for…

Q: Floor Space (square feet) 6,060 5,230 4,280 5,580 We

A:

Q: 10 ft 4 ft А) 2 V46 ft в) 2V17 ft D) 2/21 ft С) 2V29 ft

A:

Q: 5) 6m 7) 5m 6m 6m 8m 8) 9) 10) 10 cm 18" .4 ft 6 cm 22" 1.4 ft 30"

A: Toipc- Geometry   As per our guidelines we are supposed to answer only one question.* *Kindly repost…

Q: B 1.65 mi 31.6° A 2.25 mi

A:

Q: 6 ft 3 ft 3 ft A 12 ft3 B 36 ft .3 54 ft C 3. 90 ft D

A:

Q: 1) 270 feet 2) 82.5 pounds (US) kg 3) 55 gallons (US liquid) _L %3D

A: At first we have to find the relationship between the units.Then have to convert them as required.…

Q: 16. 17. 0.6 cm 2.4 mm 1.7 cm 5.8 mm A = A =

A: 16) Consider the provided question,            We need to find area of rectangle,      We know that,…

Q: 3. 4. Ps. 5. sPa+ aPa

A: Solution

Q: 22 m Volume = 35m 21 m

A: Given: A rectangular pyramid with a base length of 22 m and base width of 21 m and height of 35 m.…

Q: 1= 21 in w=9.5 in h=6 in |= 16.2 ft w 10.1 ft h = 15.8 ft

A:

Q: 4) 16.5 cm 7.4 mi Area = Area = 9.6 mi 8.5 mi 9 mi 15.1 cm 12.8 cm--- 15.3 cm

A: We have to find

Q: Use a calculator to approximate the measure of 1. 20 B 30

A: Since you have asked multiple questions in a single request so we will be answering only first…

Q: 2. Part 1: Convert 12,345 centimeters into meters.

A: The given centimeters is 12,345 we have to convert into meters

Q: 50 ft 60 ft Find h 35 ft 35.00 61.03 35.60 35.71

A:

Q: (1 + i)5 = 4.417.910 /4.227 865

A: The Accumulated factor for compound interest is given as

Q: 1.5 cm 36 cm 1.5 cm A. 0.405 cm O B. 4.05 cm O C. 40.5 cm3 O D. 405 cm

A:

Q: 6) 10.2 ст 5) 18.7 ft 4.2 cm 15.6 ft Area = %3D Area 73 сm 10.3 ft

A: Area of the triangle is given by A=12(base)(height)

Q: 13.9 Find the area. 14.4 700.56 1401.12 100.08 50.4

A:

Q: 70 75 80 85 90 95 The third quortilo ic

A: The labelled diagram is as follows:

Q: 3.5 m 11.6 m 77. 2.8 m 10.9 m Perimeter m² Area %3D

A:

Q: 1 1440 2 720 3 360 4 240

A:

Q: 1) 60 2) 80 18 40 112 50

A:

Q: 465.98 23.98 2.789 56.09 ATATA TTA TA

A: Rounding up

Q: 3.2 hm 1.3 hm 3.5 hm

A:

Q: orter side: ft (feet) nger side: ft (feet)

A: Give that : A gardener has 960 feet of fencing to fence in a rectangular garden. One side of the…

Q: 3. 4. 16 cm 20.9 cm 2.9 ft 27 cm

A:

Q: 10 cm 20 cm 12.5 cm i 32.5 cm

A: Find the area of a triangle

Q: S yd 3 yd 3 yd 5 yd 3 yd 5 yd 3 yd 5 yd

A: The given figure can be modified as

Q: Solve for x

A: for the solution see 2nd and 3rd step.

Q: 1) 2) 3) 3 сm 9 mm 6 in Radius Radius Radius Diameter= Diameter Diameter= Circumference…

A: follow 2nd step

Q: 6.5 ft 8 ft Find the area for the following figure: 21.5 ft 2 112 224 448

A:

Q: 8 cт 6 ст 6 ст square centimeters Submit

A: To find The surface area of a rectangular prism

Q: O File | DHPSCANS/Sum20o20Triangles0001 pdf 9) 30° 150° 370 39°

A:

Q: 30 ft Wall 32 1) 15.9 ft 2) 18.7 ft 3) 25.4 ft 4) 56.6 ft

A:

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.