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11
Estructura
11.3 Reciprocal reflexives
Indica el reflexivo recíproco adecuado de estos verbos en el
presente o el pretérito.
1. (escribir)
Los novios .
Nosotros .
Ana y Ernesto .
2. (escuchar)
Mis tíos .
Nosotros .
Ellos .
3. (ver)
Nosotros .
Fernando y Tomás .
Ustedes .
4. (llamar)
Ellas .
Mis hermanos .
Pepa y yo .
1. (saludar)
Nicolás y tú .
Nuestros vecinos .
Nosotros .
2. (hablar)
Los amigos .
Elena y yo .
Ustedes .
3. (conocer)
Alberto y yo .
Ustedes .
Ellos .
4. (encontrar)
Ana y Javier .
Los primos .
Mi hermana y yo .
11
Estructura
11.4 Stressed possessive adjectives and pronouns
Indica las formas tónicas (stressed) de estos adjetivos posesivos
y los pronombres posesivos correspondientes.
1.
su cámara digital
2.
mi televisor
3.
nuestros discos compactos
4.
tus calculadoras
5.
su monitor
6.
mis videos
7.
nuestra impresora
8.
tu estéreo
9.
nuestro cederrón
10.
mi computadora
11.4 Stressed possessive adjectives and pronouns
Práctica
3
Conversaciones Completa estas conversaciones con las formas
adecuadas de los
pronombres posesivos.
1.
—
La casa de ellos estaba en la Avenida Borges. ¿Dónde estaba la
casa de ustedes?
—
estaba en la calle Bolívar.
2.
—
A Carmen le encanta su monitor nuevo.
—
¿Sí? A José no le gusta .
3.
—
Puse mis discos aquí. ¿Dónde pusiste , Alfonso?
—
Puse en el escritorio.
4.
—
Se me olvidó traer mis llaves. ¿Trajeron ustedes ?
—
No, dejamos en casa.
5.
—
Yo compré mi computadora en una tienda y Marta compró en
Internet. Y , ¿dónde la compraste?
—
es de Cíbermax.
11
Estructura
Recapitulación
1
Completar Completa la tabla con las formas de los mandatos
familiares. 8 pts.
Infinitive
Mandato
Afirmativo
Negativo
comer
come
no comas
hacer
sacar
venir
ir
Top of Form
Bottom of Form
12
Cultura
Actividades
1
¿Cierto o falso? Indica si lo que dicen estas oraciones
es cierto o falso. Corrige la información falsa.
Cierto
Falso
1.
Los patios centrales de Latinoamérica tienen su origen en la
tradición indígena.
2.
Los españoles llevaron a América el concepto del patio.
3.
En la época colonial las casas eran las únicas construcciones
con patio central.
4.
El patio es una parte importante en estas construcciones, y es
por eso que se le presta atención a su decoración.
5.
El patio central es un lugar de descanso que da luz y ventilación
a las habitaciones.
6.
Las fuentes en los patios tienen importancia por razones
culturales y porque bajan la temperatura.
7.
En la cultura española el agua simboliza salud y bienestar del
cuerpo y del alma.
8.
Las casas con patio central eran para personas adineradas.
9.
Los cuartos de la planta baja son privados.
10.
Las alcobas están en los pisos superiores.
se saludaron
la cámara digital suya
la suya
se escriben
Submit your answers in a 4- to 5-page Microsoft Word
document and import any associated work in Microsoft Excel.
Cite any sources using the APA format on a separate page.
"Probability":
1) The U.S. National Highway Traffic Safety Administration
gathers data concerning the causes of highway crashes where at
least one fatality has occurred. The following probabilities were
determined from the 1998 annual study (BAC is blood-alcohol
content).
Source: Statistical Abstract of the United States, 2000,
Table 1042.
P(BAC = 0 0 Crash with fatality) = .616
P(BAC is between .01 and .09 0 Crash with fatality) =
.300
P(BAC is greater than .09 0 Crash with fatality) = .084
Over a certain stretch of highway during a 1-year period,
suppose the probability of being involved in a crash that results
in at least one fatality is .01. It has been estimated that 12% of
the drivers on this highway drive while their BAC is greater
than .09. Determine the probability of a crash with at least one
fatality if a driver drives while legally intoxicated (BAC greater
than .09).
2) Your favorite team is in the final playoffs. You have
assigned a probability of 60% that it will win the championship.
Past records indicate that when teams win the championship,
they win the first game of the series 70% of the time. When
they lose the series, they win the first game 25% of the time.
The first game is over; your team has lost. What is the
probability that it will win the series?
"Introduction to Estimation":
1) a. A random sample of 25 was drawn from a normal
distribution with a standard deviation of 5. The sample mean is
80. Determine the 95% confidence interval estimate of the
population mean.
b. Repeat part (a) with a sample size of 100.
c. Repeat part (a) with a sample size of 400.
d. Describe what happens to the confidence interval
estimate when the sample size increases.
2) a. A statistics practitioner randomly sampled 100
observations from a population with a standard deviation of 5
and found that x̄ is 10. Estimate the population mean with 90%
confidence.
b. Repeat part (a) with a sample size of 25.
c. Repeat part (a) with a sample size of 10.
d. Describe what happens to the confidence interval estimate
when the sample size decreases.
"Introduction to hypothesis testing":
1) A statistics practitioner wants to test the following
hypotheses with σ = 20 and n = 100:
H0: μ = 100
H1: μ > 100
a. Using a = .10 find the probability of a Type II
error when μ = 102.
b. Repeat part (a) with a = .02.
c. Describe the effect on β of decreasing a
2) a. Calculate the probability of a Type II error for the
following hypotheses when μ = 37:
H0: μ = 40
H1: μ < 40
The significance level is 5%, the population standard deviation
is 5, and the sample size is 25.
b. Repeat part (a) with a = 15%.
c. Describe the effect on β of increasing a.
"Inference about a population":
57
92
99
73
62
64
75
70
88
60
1) With gasoline prices increasing, drivers are more concerned
with their cars’ gasoline consumption. For the past 5 years a
driver has tracked the gas mileage of his car and found that the
variance from fill-up to fill-up was σ2 = 23 mpg2. Now that his
car is 5 years old, he would like to know whether the variability
of gas mileage has changed. He recorded the gas mileage from
his last eight fill-ups; these are listed here. Conduct a test at a
10% significance level to infer whether the variability has
changed.
28
25
29
25
32
36
27
24
2) During annual checkups physicians routinely send their
patients to medical laboratories to have various tests performed.
One such test determines the cholesterol level in patients’
blood. However, not all tests are conducted in the same way. To
acquire more information, a man was sent to 10 laboratories and
had his cholesterol level measured in each. The results are listed
here. Estimate with 95% confidence the variance of these
measurements.

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11 Estructura11.3 Reciprocal reflexivesIndica .docx

  • 1. 11 Estructura 11.3 Reciprocal reflexives Indica el reflexivo recíproco adecuado de estos verbos en el presente o el pretérito. 1. (escribir) Los novios . Nosotros . Ana y Ernesto . 2. (escuchar) Mis tíos . Nosotros . Ellos . 3. (ver) Nosotros . Fernando y Tomás . Ustedes . 4. (llamar) Ellas . Mis hermanos . Pepa y yo . 1. (saludar) Nicolás y tú .
  • 2. Nuestros vecinos . Nosotros . 2. (hablar) Los amigos . Elena y yo . Ustedes . 3. (conocer) Alberto y yo . Ustedes . Ellos . 4. (encontrar) Ana y Javier . Los primos . Mi hermana y yo . 11 Estructura 11.4 Stressed possessive adjectives and pronouns Indica las formas tónicas (stressed) de estos adjetivos posesivos y los pronombres posesivos correspondientes. 1. su cámara digital
  • 3. 2. mi televisor 3. nuestros discos compactos 4. tus calculadoras 5. su monitor 6. mis videos 7. nuestra impresora 8. tu estéreo 9. nuestro cederrón 10. mi computadora
  • 4. 11.4 Stressed possessive adjectives and pronouns Práctica 3 Conversaciones Completa estas conversaciones con las formas adecuadas de los pronombres posesivos. 1. — La casa de ellos estaba en la Avenida Borges. ¿Dónde estaba la casa de ustedes? — estaba en la calle Bolívar. 2. — A Carmen le encanta su monitor nuevo. — ¿Sí? A José no le gusta . 3. — Puse mis discos aquí. ¿Dónde pusiste , Alfonso? — Puse en el escritorio.
  • 5. 4. — Se me olvidó traer mis llaves. ¿Trajeron ustedes ? — No, dejamos en casa. 5. — Yo compré mi computadora en una tienda y Marta compró en Internet. Y , ¿dónde la compraste? — es de Cíbermax. 11 Estructura Recapitulación 1
  • 6. Completar Completa la tabla con las formas de los mandatos familiares. 8 pts. Infinitive Mandato Afirmativo Negativo comer come no comas hacer sacar venir ir
  • 7. Top of Form Bottom of Form 12 Cultura Actividades 1 ¿Cierto o falso? Indica si lo que dicen estas oraciones es cierto o falso. Corrige la información falsa. Cierto Falso 1. Los patios centrales de Latinoamérica tienen su origen en la tradición indígena. 2. Los españoles llevaron a América el concepto del patio.
  • 8. 3. En la época colonial las casas eran las únicas construcciones con patio central. 4. El patio es una parte importante en estas construcciones, y es por eso que se le presta atención a su decoración. 5. El patio central es un lugar de descanso que da luz y ventilación a las habitaciones. 6. Las fuentes en los patios tienen importancia por razones culturales y porque bajan la temperatura.
  • 9. 7. En la cultura española el agua simboliza salud y bienestar del cuerpo y del alma. 8. Las casas con patio central eran para personas adineradas. 9. Los cuartos de la planta baja son privados. 10. Las alcobas están en los pisos superiores.
  • 10. se saludaron la cámara digital suya la suya se escriben Submit your answers in a 4- to 5-page Microsoft Word document and import any associated work in Microsoft Excel. Cite any sources using the APA format on a separate page. "Probability": 1) The U.S. National Highway Traffic Safety Administration gathers data concerning the causes of highway crashes where at least one fatality has occurred. The following probabilities were determined from the 1998 annual study (BAC is blood-alcohol content). Source: Statistical Abstract of the United States, 2000, Table 1042. P(BAC = 0 0 Crash with fatality) = .616 P(BAC is between .01 and .09 0 Crash with fatality) =
  • 11. .300 P(BAC is greater than .09 0 Crash with fatality) = .084 Over a certain stretch of highway during a 1-year period, suppose the probability of being involved in a crash that results in at least one fatality is .01. It has been estimated that 12% of the drivers on this highway drive while their BAC is greater than .09. Determine the probability of a crash with at least one fatality if a driver drives while legally intoxicated (BAC greater than .09). 2) Your favorite team is in the final playoffs. You have assigned a probability of 60% that it will win the championship. Past records indicate that when teams win the championship, they win the first game of the series 70% of the time. When they lose the series, they win the first game 25% of the time. The first game is over; your team has lost. What is the probability that it will win the series? "Introduction to Estimation": 1) a. A random sample of 25 was drawn from a normal distribution with a standard deviation of 5. The sample mean is 80. Determine the 95% confidence interval estimate of the population mean. b. Repeat part (a) with a sample size of 100. c. Repeat part (a) with a sample size of 400. d. Describe what happens to the confidence interval estimate when the sample size increases. 2) a. A statistics practitioner randomly sampled 100 observations from a population with a standard deviation of 5 and found that x̄ is 10. Estimate the population mean with 90% confidence. b. Repeat part (a) with a sample size of 25. c. Repeat part (a) with a sample size of 10. d. Describe what happens to the confidence interval estimate when the sample size decreases. "Introduction to hypothesis testing":
  • 12. 1) A statistics practitioner wants to test the following hypotheses with σ = 20 and n = 100: H0: μ = 100 H1: μ > 100 a. Using a = .10 find the probability of a Type II error when μ = 102. b. Repeat part (a) with a = .02. c. Describe the effect on β of decreasing a 2) a. Calculate the probability of a Type II error for the following hypotheses when μ = 37: H0: μ = 40 H1: μ < 40 The significance level is 5%, the population standard deviation is 5, and the sample size is 25. b. Repeat part (a) with a = 15%. c. Describe the effect on β of increasing a. "Inference about a population": 57 92 99 73 62 64 75 70 88 60
  • 13. 1) With gasoline prices increasing, drivers are more concerned with their cars’ gasoline consumption. For the past 5 years a driver has tracked the gas mileage of his car and found that the variance from fill-up to fill-up was σ2 = 23 mpg2. Now that his car is 5 years old, he would like to know whether the variability of gas mileage has changed. He recorded the gas mileage from his last eight fill-ups; these are listed here. Conduct a test at a 10% significance level to infer whether the variability has changed. 28 25 29 25 32 36 27 24 2) During annual checkups physicians routinely send their patients to medical laboratories to have various tests performed. One such test determines the cholesterol level in patients’ blood. However, not all tests are conducted in the same way. To acquire more information, a man was sent to 10 laboratories and had his cholesterol level measured in each. The results are listed here. Estimate with 95% confidence the variance of these measurements.