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Q: 90% wrote as decimal and rounded to thousandths place
A: The thousandths place is the third decimal in a numberSo, 90% calculation is shown on the board90%…
Q: Find the missing side length to the nearest tenth. 12 33°
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Q: Find the missing side. Round to the nearest TENTH. 75 and 14
A: If you like the solution then please give it a thumbs up... The Answer is: CASE 1 :…
Q: Find the missing side. Round to the nearest tenth. * 10 72° Your answer Submit
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Q: Find the missing side. Round to the nearest tenth. 44° 18
A: We use Trigonometry ratios
Q: 422577 88 145
A: Evaluate it. 42257788÷145
Q: Find the missing length indicated. 100 36
A: To find the missing length
Q: 10 45° 30°
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Q: -10 feet 1 foot 3 feet 7 feet 3 feet 7 feet 2 feet
A: V= l w h
Q: 850 A 740 B.
A: Apply the property of circle
Q: Change to meters and add. 55 m + 883 cm + 0.851 km ..... 55 m +883 cm + 0.851 km = (Simplify your…
A:
Q: 18 68°
A: The figure of the triangle is given by To evaluate : The value of x
Q: Find the missing value. Round to the nearest tenth. 23° 17
A:
Q: nstructions: Find the missing length indicated. 400 144
A:
Q: Find the missing side length to the nearest tenth. 65° 13
A: The given triangle is a right triangle, here an angle is given as 65⁰, hypotenuse is marked as x and…
Q: Convert degree, minutes and seconds to the nearest second: 47.8268º
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Q: 416 Find PH) 5245
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Q: re nigner the buted. 86 90 90 89 88 75 70 80 80
A: Given : Claim : The book scores are higher than the DVD scores. Assume the variables are normally…
Q: Previous Answen: Find the missing side. 95.3 Round to the earest tenth. 13.4 cm Emily iracetin Math…
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Q: Find the missing side. Round to the nearest tenth. * 18 177
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Q: U 75° 155°
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Q: 3.9 ft- 12 ft 4 ft 6 ft 4 ft
A: We need to determine the total surface area of the given object.
Q: 749 8 cm 106 (x+1) S. 8. 74 106
A:
Q: Write the decimals in order from smallest to largest. 73.06, 74.521, 73.009, 73.8
A:
Q: Find the missing length ATUV ~ AEFG
A: Given that △TUV~△EFG. We have to find EF. We know that if two triangles are similar then the ratio…
Q: 45 33 3.
A:
Q: Find an approximate value for 2√98.8
A: Let's find.
Q: 41° h 9 ft 499
A: tan theta=opposite/adjacent
Q: 70 ft 51° О 44.05 ft О 54.40 ft О 86.44 ft 111.23 ft
A: We can use trignometrical ratio In order to solve the given problem.
Q: 70° 19
A:
Q: Find the measurement of <1. 80° 1 TIGERS 73° Answer=
A: To measure the remaining angle in a triangle
Q: 88)8,976 176
A: Given data is : 897688 To find the quotient.
Q: Solve sABC. Round to the nearest 100 tenth if necessary. 53 B
A: To solve triangle ABC. By using sine laws,
Q: Add as indicated. (58° 45') + (37° 55')
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Q: Find the missing side. Round to the nearest tenth. * 20 37°
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Q: 73° 13
A:
Q: undredths, if necessary. 7 km
A: Surface area of sphere = 4π r² Here given is the sphere, Where radius = 7 Km So, Surface area…
Q: Name the decimal. 16.05
A: topic - numbers
Q: 46 23
A: Trigonometry Question
Q: Give the digits in the ones place and the hundredths place. 30.69
A:
Q: 61° 29° 5.
A: Trigonometry Question
Q: Write your answer as an integer or as a decimal rounded to the nearest tenth. CD Submit
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Q: Find the missing side. Round to the nearest tenth. 15 25
A: According to the problem, we have
Q: Estimate the sum by rounding to the nearest ten 16+97+77+82
A: Given 16+97+77+82
Q: 40° 48
A:
Q: Find an approximate value for 4.85^3.
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Q: Solve AABC. Round decimal answers to the nearest tenth. A 23 14 'В 25 O A B C~° O
A: To find The angles in a triangle.
Q: Write this decimal in numbers. eighty-nine thousandths
A: Given:eighty-nine thousandths
Q: Convert 527 to a decimal and round to the nearest hundredth. 328
A: Topic =Algebra
Q: ate. Write your answer as an integer or as a decimal rounded to the nearest hundredth. ps 84° =…
A:
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- According to a study, 58% of all males between the ages of 18 and 24 live at home. (Unmarried college students living in a dorm are counted as living at home.) Suppose that a survey is administered and 152 of 226 respondents indicated that they live at home. (1a) P(X≥152)=__________ (Round to four decimal places as needed.) (1b) Do the results from part (a) contradict the study? yes or noit says it is incorrect in my hwusing simpson's 1/3 rule
- A company receives a large shipment of bolts. The bolts will be used in an application that requires a torque of 100 J. Before the shipment is accepted, a quality engineer will sample 12 bolts and measure the torque needed to break each of them. The shipment will be accepted if the engineer concludes that fewer than 1% of the bolts in the shipment have a breaking torque of less than 100 J. What if the 12 values had been 108, 110, 112, 114, 114, 115, 115, 116, 118, 120, 123, 140? Use the method outlined in parts (a) and (b) to determine whether the shipment would have been accepted. Find the proportion of bolts that would have breaking torques less than 100 J. Round the sample mean and standard deviation to three decimal places. Express the proportion of bolts as a percentage and round the answer to the next largest integer. The sample mean is J. The sample standard deviation is J. % of bolts would have breaking torques less than 100 J. The shipment would (Click to…A company receives a large shipment of bolts. The bolts will be used in an application that requires a torque of 100 J. Before the shipment is accepted, a quality engineer will sample 12 bolts and measure the torque needed to break each of them. The shipment will be accepted if the engineer concludes that fewer than 1% of the bolts in the shipment have a breaking torque of less than 100 J. a) If the 12 values are 107, 109, 111, 113, 113, 114, 114, 115, 117, 119, 122, 124 compute the sample mean and sample standard deviation. b) Assume the 12 values are sampled from a normal population, and assume the the sample mean and standard deviation calculated in part (a) are actually the population mean and standard deviation. Compute the proportion of bolts whose breaking torque is less than 100 J. Will the shipment be accepted? c) What if the 12 values had been 108, 110, 112, 114, 114, 115, 115, 116, 118, 120, 123, 140? Use the method outlined in parts (a) and (b) to determine whether the…A meteorologist stated that the average temperature during July in Chattanooga was 80 degrees. A sample of July temperatures over a 32-year period was taken. The correct set of hypotheses is
- 24 Energy of 4p subshell is higher than 3d. Select one: True FalseConsider the case where the predetermined average number of bus arrivals at the Cubao Station is 6 per 15-minute period. Find the pro of at least 4 buses arriving in a 15-minute period.What is the average NO3- concentration at the upslope site (3 decimal places)? What is the average NO3- concentration at the downslope site ( 3 decimal places)? Given the EPA drinking water quality standard is 10 mg/L of nitrate, is the upslope site safe to drink based only on nitrate content? (Enter yes or no) Is the downslope site safe to drink, based only on NO3- concentration? (Enter yes or no) Assuming the two sites are hydrologically well connected, the transit time between the two sites is fast, and the two sites cannot be treated as independent samples, what kind of t-test should be performed to show that the upslope site is greater than the downslope site? Enter the letter of your answer choice in the answer blank A. one-tailed unpaired t-testB. two-tailed unpaired t-testC. one-tailed paired t-testD. two-tailed paired t-test What is the calculated t statistic, rounded to 4 decimal places? Is the calculated t statistic greater or less than the critical t value reported by…
- Later, when the medical devices are in full production, a consultant advised that the breaking strength of these devices should not be less than 5.5 psi (pounds per square inch) on average. In the latest batch produced, a technician has noticed a visual defect that may affect the breaking strength of the devices. To investigate, a sample of 8 devices are randomly selected from the batch and the pressure at which they break are recorded as : 6.6, 7.7, 8.0, 6.3, 6.1, 6.3, 6.3, 6.1 these are summarized as having an average breaking strength of 6.68 psi and a standard deviation of s = 0.75 psi. Test, at significance level α = 0.05, whether there is evidence that the average breaking strength of the batch of devices is less than the required breaking strength, by testing the hypotheses: H 0: μ = 5.5 psi H a: μ < 5.5 psi. An estimate of the population mean is . The standard error is . The distribution is (examples: normal / t12 / chisquare4 / F5,6). The test statistic has value TS=…The coefficient of thermal expansion, of steel, is given at discrete values oftemperature in Table 1.Calculateaconfidenceinterval for the me-dian ofthe second population.Select your confidenc eleve land reportit with your answer.??