Determine the value of x and major arc AGM Work & answer: A 142° M. E.

Q: 1. Use trigonometry to find the measure of x. Sine-을 Cose-습 Taneo=옷 1200 ft. 14.04 48°

A: Consider the given figure:

Q: Find 0 (in radians) for an angle having an arc length of 23 and a radius of 15. 0 : [ ? radians

A:

Q: Find the arc length. Leave your answer in terms of TT. 14 cm 45° 사 N4 72 ㅠ ㅠ ㅇㅠ 45T

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Q: Find the arc length of the shaded region. Round your answer to the nearest hundredth. 123° 19 ft

A: angle= arc/radius

Q: Find the measurement of 0 in radians.

A: Given,             A right triagle BCA is shown below :

Q: explicitly indicated, assume that radian measure is used.) cm cm? 14 Need Help?

A: the shaded portion represents the area of the segment.  we have to evaluate the area of a segment…

Q: P. XR 130° 40° IV 90

A:

Q: 3. Find the arc length of CD 50% 7 cm E

A: Use formula to calculate

Q: Ifcos @= Find the value of cot @+ cosece.

A: First of all we will make a right triangle satisfying the given cosine ratio. Then we will use the…

Q: Obtain the toigonometoic fouojeo serjes ter halt ve rectified sine wave- 1 ft) A 277 37

A: Fourier series expansion is  xt=a0+∑n=1∞ancosnw0t+∑n=1∞bnsinnw0t we have given signal xt=Asinw0t…

Q: Find sin ø? Find tan ø? Find cot ø? Find sec ø? Find csc ø?

A:

Q: Cannot solve

A: cos-1(cos(π/8)) We know, cos-1(cos(x)) = x

Q: Find the arc length of QSR. Leave T in the answer. 120° 7.

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Q: 130° 40 90°

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Q: Based on the image below, what is the measure of arc XZ?

A: Here we have to find the measure of arc XZ from the given figure.

Q: 1. Find the exact radian measure of315°.

A: Find the radian

Q: Name the quadrant ir sine = and cose is II

A: We have to check

Q: 150° 19

A: The radius of the circle is, r = 19  So, the perimeter is, P = 2π•19 = 38π

Q: 136° 100° 1 What is the measure of arc 1 in degrees?

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Q: K J 70° 130°

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Q: tan? 0 + tan 0 =0

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Q: Find the value of sin G rounded to the nearest hundredth, if necessary. E V13 V77 G Answer: sinG:…

A:

Q: arc length of AB = A 45° 8 ft B

A: given θ=45 and diameter=8 ft

Q: MQ and NR are dia measure. arc PRN

A: Given that, MQ and NR are diameters. We have to find the measure of the arc PRN.

Q: Which measurements of AABC are correct? 12 9. 15 Cos C- [ Select ] 6. tan C [ Select] 12 m C 36.9…

A: Using trigonometric ratios.

Q: 12. PSU

A:

Q: Find the indicated measure. Round to the nearest hundredth. arc length of AB 6 ст 120° A

A: with radius = 6cm and angle subtended by arc  A͡B at center is 120° To find length of arc  A͡B…

Q: cot 180° cos 270⁰ sec 60°

A:

Q: In APQR, the measure of ZR=90°, represents the sine of/P?

A: Here we have to find the ratio that represents the sine of

Q: 4. Using the unit circle, calculate the value of tan(). -1 O 1

A: We have to calculate tan5π4 using a unit circle. Let us draw a circle of unit radius. The equation…

Q: 3. arccos

A: We have given expression arccos-32

Q: What is the arc length? (round to the nearest foot) 270° 13 ft

A:

Q: ) sine = 0

A: Use trigonometric equations properties

Q: Find the arc length in terms of pi

A:

Q: What is the measure of arc AC?

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Q: Use a calculator. Round to the nearest tenth of a degree. Given cos ? = 0.8347, find ?.

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Q: In circle D with the measure of minor arc CE= 162°, find m/CFE. C E F Answer: MZCFE = Submit Answer…

A:

Q: Find measure of Arc DF

A: Given that: mAB⏜ = 43 and AC = DF To Calculate: mDF⏜

Q: In ARST, the measure of ZT=90°, SR = 65, TS = 33, and RT = 56. What is the value of the sine of ZR…

A: Sine of angle R =

Q: Use the formula for the arc length to find the value of the unknown quanty: s=rTheta angle Theta =…

A:

Q: Find the value of each trigonometric ratio. 1) tan C

A: Question 1,Given,          The triangle is shown below :

Q: Find 0 (in radians) for an angle having an arc length of 23 and a radius of 15. 0 = ? radians

A:

Q: 2. mRST Measure of Arc RST=

A: See attached file for a step by step explanation to find the required arc.

Q: What is the arc length? nearest foot) (round to the 270° 13 ft

A: We need to find the arc length of the above figure. We have radius = 13 ft and angle = 270o. So,…

Q: What is the arc length of ADC? C 140° 12 A O 14.67T units 220° degrees

A:

Q: Use the given arc length and radius to find the angle 0 (in radians). radians 80 56

A: Given, Radius of the circle = r= 80 Arc length =l=56 We have to find the angle θ in radians.

Q: Find the quadrant in which e lies from the information given. tan(e) 0 II O Iv

A:

Q: Find each arc length below. Leave answer in terms of T. АВ A 75° 4 cm C

A: Given, Radius=4 cm θ=75°

Q: Which trigonometric value is p O sec 135° O csc 135° O csc 210°

A: Here we have to mark the positive trigonometric value.  as we know that,

Correlation

Correlation defines a relationship between two independent variables. It tells the degree to which variables move in relation to each other. When two sets of data are related to each other, there is a correlation between them.

Linear Correlation

A correlation is used to determine the relationships between numerical and categorical variables. In other words, it is an indicator of how things are connected to one another. The correlation analysis is the study of how variables are related. 

Regression Analysis

Regression analysis is a statistical method in which it estimates the relationship between a dependent variable and one or more independent variable. In simple terms dependent variable is called as outcome variable and independent variable is called as predictors. Regression analysis is one of the methods to find the trends in data. The independent variable used in Regression analysis is named Predictor variable. It offers data of an associated dependent variable regarding a particular outcome.