the exact value of sin θ, if the terminal arm of the angle in standard position passes through the points (-3,4) is
Posted 5 years ago by 3234434324 in Math 20-1 | 2 answers
#trigonometry
the solution to the rational equation 11/r =7/5-10/r is
Posted 5 years ago by 3234434324 in Math 20-1 | 3 answers
#rational expressions
The use of a ladder is considered safe if the angle between the ground and the ladder is less than 75°. Charlie’s 5 ft long ladder is 1 ft from the base of a wall.a.) Is the ladder being used safely? b.)How far away from the wall is the minimum distance Charlie’s other ladder should be if it is 10 ft long?
Posted 5 years ago by kingm02 in Math 20-1 | 2 answers
#trigonometry
triangle abc has the following dimensions: a=17°, a = 37in, b = 91 in. the number of triangles possible with these dimensions is (are)
Posted 5 years ago by kingm02 in Math 20-1 | 3 answers
#trigonometry
The temperature at which water freezes is 0°C or 32°F. The temperature at which water boils is
100°C or 212°F. The relationship between degrees Celsius and degrees Fahrenheit is shown
through the graph below.
a.) Given, that 1°C is 33.8°F (or t1=33.8 ) and d = 1.8, write out the general formula, tn, that
represents the relationship between degrees Fahrenheit and degrees Celsius. Be sure to define
the variables.
b.) Given two points on the graph, the freezing point of water at 0°C or 32°F and the boiling
point of water at 100°C or 212°F, calculate the slope of the line. Explain how this value
relates to the general formula found in part a.
c.) What is the y-intercept of the graph? Explain how this value relates to the general formula found in part a.
Posted 5 years ago by lionk02 in Math 20-1 | 1 answers
#arithmetic sequences
A special event organizer wants to get the word out to 100,000 teens in the area about a concert coming up in three months. By posting the event on the musicians' website, 100 teens in the area will find out about the event in the first week. Research suggests that each of those teams will tell for new teens about the event, in those friends each hotel for more teens about it.
a.) how many times does this pattern need to continue until 100,000 teens know about the event?
b.) what assumption is made in order to answer part a?
Posted 5 years ago by lionk02 in Math 20-1 | 3 answers
#geomentric series
During the first year of production, 8 000 000 tonnes of copper were extracted from a Peruvian mine. Production has declined by 8% each year since then.a.) What was the total mass of the copper mined during the first four years of production?b.) How many years will it take for production to fall below 100 000 per year? c.) If the production trend continues, how much copper will be extracted from the mine over its lifetime?
Posted 5 years ago by lionk02 in Math 20-1 | 5 answers
#geomentric series
Gary is a fitness trainer who makes 30 and 45 minute appointments
with clients. Gary’s contract allows him to make up to 30 hours of
appointments in a week. State the inequality that represents all the
possible combinations of appointments that Gary can make in a
week. Graph the inequality.
Posted 4 years ago by faresm02 in Math 20-1 | 6 answers
#inequalties
Posted 4 years ago by faresm02 in Math 20-1 | 2 answers
#inequalties
During a soccer match, Tony, at point A, passes the ball to Eoin, at point C, to avoid the defender at point B. Eoin then kicks the ball towards the 7.32 m wide net in an attempt to score. The path of the ball is modeled by the absolute value function . Suppose a Cartesian plane is superimposed over the opponent’s half of the pitch such that the opposite corners of the field of play have the coordinates (0, 60) and (90, 0), as shown.
a.At what point does Eoin receive the ball?
b. If player B does not intercept the ball, verify whether or not the ball makes it into the goal.
c.If Tony passes the ball from point (5,36), state the domain and range of the absolute value function, within the context of this situation.
Posted 4 years ago by jchoi in Math 20-1 | 0 answers
#absolute values