In APQR, ZQ = ZP, RP = 13 and PQ = 19. Find the length of QR.
In APQR, ZQ = ZP, RP = 13 and PQ - 1

Answers

Answer 1
Answer:

Answer:

13

Step-by-step explanation:

∠Q ≅ ∠ P ⇒ RP = RQ = 13


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Solve the equation for x.
3(6x - 1) = 12

Answers

Answer:

soln

18x-3=12

18x=15

so,x=5/6

An organization founded by businesses in a specific industry for the purpose of collaboration between companies is called a(n):

Answers

Answer:                                  

The answer is trade association.                

Step-by-step explanation:              

Such organizations are founded to encourage trade and collaboration between companies. These are also known as industry trade group or business association and is funded by businesses that operate in a particular industry.          

trade association... and next time label this is in the correct subject

Please help, I'll mark brainliest.

Answers

I'm almost certain it's C :)

At the doctor's office, there is a scale that measures people's weight. The needle is 20 cm long, and it rotated 100° when Frank stepped on it. How far did the needle travel as it rotated?

Answers

Given:
length of the needle: 20 cm
angle 100°

We need to solve for the length of an arc to get the distance the needle has traveled.

Length of an Arc = n°/360° * 2πr
Length of an Arc = 100°/360° * 2 * 3.14 * 20cm
Length of an Arc = 0.28 * 125.6 cm
Length of an Arc = 35.17 cm

Answer: 100(pi)/9

Step-by-step explanation:

We use the equation (theta/360)(2)(pi)(r)

Theta = 100 (100 degrees of a 360 degree circle)

r = 10 (not 20 because that is the whole needle, we need half of 20 for the radius)

Plugging this in: 100/360 (2)(pi)(10)

2,000(pi)/360

Divide by 20 to simplify:(100\pi)/(9)

115% of what number is 120

Answers

115% is the same as 1.15
some number = x

115% of some number is 120
1.15 of x is 120
1.15 * x = 120

x = 104.3478
x ≈ 104.3

two sides of a triangle have lengths 5 inches and 16 inches describe the possible lengths of the third side

Answers

The third side must be at least 11 inches but less than 21 inches