Is (2,4) a solution of 3x - y = 2?
Is (2,4) a solution of 3x - y = 2? - 1

Answers

Answer 1
Answer:

yes because when filling in the unknown (3*2-4=2) gets you the answer of 2.

Answer 2
Answer:

Answer: Yes, it is a solution.

Step-by-step explanation:

3(2)=6-4=2


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Answers

The easiest way to find that answer is to look at the solution that I just gave you for the same ball traveling at 30 M/Sec, and just substitute 20 in place of 30 in that solution.

The rate of 8 pencils for 9 dollars

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latissimus dorsi muscles.

Two black chips and three red chips are put into a bag. Two points are awarded for each black chip drawn, and one point is lost for each red chip drawn. What is the expected value for each round if there are two draws per round and the chips are replaced after each draw?

Answers

The answer is 0.4.

The values are:
- for the black chip : x₁ = 2
- for the red chip: x₂ = -1

Let's first calculate the possibilities of each chip. There are in total 5 chips (two black chips and three red chips) in the bag
 
- the possibility to draw the black chip is 2 out of 5:    P₁ = 2/5
 - the possibility to draw the red chip is 3 out of 5:       P₂ = 3/5

In this example we have 4 different events:
1. Drawing of two black chips: P₃ = P₁ · P₁ = 2/5 · 2/5 = 4/25
2. Drawing of one black chip and then one red chip: P₄ = P₁ · P₂ = 2/5 · 3/5 = 6/25
3. Drawing of one red chip and then one black chip: P₅ = P₂ · P₁ = 3/5 · 2/5 = 6/25
5. Drawing of two black chips: P₆ = P₂ · P₂ = 3/5 · 3/5 = 9/25


Therefore, the expected value for each round if there are two draws per round and the chips are replaced after each draw is 0.4:
P = (x
₁ + x₁) · P₃ + (x₁ + x₂) · P₄ + (x₁ + x₂) · P₅ + (x₂ + x₂) · P₆
P = (2+2) · 4/25 + (2-1) · 6/25 + (2-1) · 6/25 + (-1 + -1) · 9/25
P = 4 · 4/25 + 1 · 6/25 + 1 · 6/25 + -2 · 9/25
P = 16/25 + 6/25 + 6/25 - 18/25
P = 28/25 - 18/25
P = 10/25 = 0.4

Answer:

0.4 is correct

Step-by-step explanation:

Estimate the sum of 1,537 times 242 then find out the sum

Answers

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if you multiply -371954
Adding- 1779

When the radius doubles, does the area of the circle double? A) 4π cm2; 8π cm2; NO
B) 4π cm2; 16π cm2; NO
C) 4π cm2; 16π cm2; YES
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Answers

example
from pir^2 ro pi(2r)^2
pi(2r)^2=pi4r^2=4pir^2

basicaly we look for any no options and ones where second is 4 times first

B

pi2^2, if it is double, pi4^2



B