Find the value of x in the triangle. Then classify the triangle as acute, right, or obtuse.(image)

a.
93°, acute
c.
108°, acute
b.
98°, obtuse
d.
97°, right
Find the value of x in the triangle. Then classify - 1

Answers

Answer 1
Answer: its a 93 acute that would be my answer i  remember when  idid this
Answer 2
Answer: B 98 degrees and its obtuse

Related Questions

Simultaneous equations: 3x-2y=9  5x-2y=7
A bag contains 4 pennies, 6 nickels, and 10 dimes. What is the probability of randomly selecting a nickel or dime from the bag?
What is the slope of the line on the graph?Enter your answer in the box.
Whats a shape with an area of 16
What is 30% of a $24.50 item

1) y = 5x + 8
Does the equation represent a direct variation?

Answers

Yes it is an equation of direct variation since it is of the form y = kx where k is the constant  of the variation. Looking at the the equation , we see that the constant of variation is k = 5

Solve -r/4 < 8         A.r<-32
 B. r. >-32
 C.r < -2

D.r>-2

Answers

(-r)/(4) <8\ /\cdot4\n\n-r<32\ /\cdot(-1)\n\nr>-32\ \ \ \Leftrightarrow\ \ \ x\ \in\ (-32;\ +\infty)

Ans.\ B


I dont get what evaluate 11.4n when n=5,n=6.5,and n=10.Please help

Answers

You replace the value of n with the given values. Therefore, 
11.4(5)=57
11.4(6.5)=74.1
11.4(10)=114
You have to put the numbers in the place of n
11.4(5)=57
11.4(6.5)=74.1
11.4(10)=114

Noah wants to predict who will be selected as the sixth-grade treasurer for student council. Which of the following groups should Noah survey to make his prediction?A) The first 100 students from an alphabetical list of the entire school
B) The first 100 students from an alphabetical list of sixth graders
C) One hundred random students from the entire school
D) One hundred random students from the sixth grade

Answers

One hundred randomstudents from the sixth grade. Therefore, option D is the correct answer.

What is random sampling?

In statistics, a simple random sample is a subset of individuals chosen from a larger set in which a subset of individuals are chosen randomly, all with the same probability. It is a process of selecting a sample in a random way.

First off, the survey should be focused on the sixth graders, since they are the demographic that will be voting for 6th grade treasurer.

Next, the group should be random, because random groups better represent the entire class than an alphabetic list. Maybe those first 100 kids in the list like Noah because he has a last name that begins with A or something. It's not likely, but it's something that could corrupt the data collection.

Therefore, option D is the correct answer.

Learn more about the random sample here:

brainly.com/question/12719656.

#SPJ3

D) One hundred random students from the sixth grade
First off, the survey should be focused on the sixth graders, since they are the demographic that will be voting for 6th grade treasurer. 

Next, the group should be random, because random groups better represent the entire class than an alphabetic list. Maybe those first 100 kids in the list like Noah because he has a last name that begins with A or something. It's not likely, but it's something that could corrupt the data collection. 

Answer all of these please!!!!

Answers

For all these problems do 60÷8. For that you would get 7 with a remainder of 4. For number 1 you need to take that remainder and make it into a fraction so it would be
7(1)/(2 )
For number 2 the person wont have enough for all of the bracelets so you take the remainder and X it out. That answer would be
7
For number 3 the person wouldn't have enough to fit all of the beads in each container so she needs one more. Therefore, the answer would be
8
And for the last question she gives 7 stickers to each friend. After that she still has 4 left over stickers and they have to go to her sister. Therefore, the answer would be

4

Backpack discounted 10% on sale for $37.80

Answers

Well we have to think logically here. In math terms, 10% on sale is 10% off. Off of what? Well, 100! So you want to find 90% of 37.80. You can do this by multiplying it by it's decimal, or .9 in this case.