What Is The Square Root of 9

Answers

Answer 1
Answer:

Hi


The √9 is = 3

because 3²= 3*3=9


I hope that's help !


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Is -31/8 less than, greater than, or equal to -3.92

I NEED HELP WITH THIS PLS Q1

Answers

Answer:

B. 80, -160

Step-by-step explanation:

The common ratio between these three numbers is -2.

-10 * -2 = 20

20 * - 2 = -40

-40 * -2 = 80

80 * -2 =  -160

Mai borrowed $12,000 at 5% interest for 6 years. What was the total interest Mai paid?



$

Answers


Mai is going to pay a total of 15600, because she must pay 3600 more because of interest


4. The first term of the sequence is -3 and the common ratio
is -1.

Answers

And the answer si +2 because negative + negative is equal to positive

You are going to pull two cards from a standard deck of 52 cards (without replacement) and record whether you got a face card (jack, queen, king, or ace) or a number card (2-10). Which list of events correctly makes up the sample space?

Answers

Answer:

The list of event (pulling a face card,F or a number card, N) that correctly makes up the sample space when a card is drawn without replacement is;

FF

FN

NF and

NN

Step-by-step explanation:

Here we have the definition of a sample space as one which has all possible outcomes

Therefore, the list of events that correctly makes up the sample space of events when you pull out two cards we have either a face card F or a number card N, and the sample space is;

FF

FN

NF and

NN

Where the likelihood of each outcome changes as the number of face cards and number card changes as each card is drawn without replacement.

Answer:

just took the test, the correct answer is:

B) two number cards, two face cards, one number card and one face card

Divide(6a^4+2a^3) divide 2a
A) 3a^3+a^2
b)3a^4+a^3+2a
c)3a^2+2a^3
d)3a^4+a^3-2a

Answers

If you would like to solve (6 * a^4 + 2 * a^3) / (2*a), you can do this using the following steps:

(6 * a^4 + 2 * a^3) / (2*a) = (3 * a^4 + a^3) / a = 3 * a^3 + a^2

The correct result would be A) 3 * a^3 + a^2.

Evaluate P(3, 0).
0
1
6

Answers

Answer:

Option B. 1

Step-by-step explanation:

We have to find the value of P(3, 0)

We have to find the value of given permutation ^(3)P_(0)

Since we know ^(a)P_(b)=(a!)/((a-b)!)

Here a = 3

b = 0

^(3)P_(0)=(3!)/((3-0)!)

=(3!)/(3!)=1

Therefore, option B. 1 is the answer.

_(3)P_(0) = (3!)/((3 - 0)!)
_(3)P_(0) = (3!)/(3!)
_(3)P_(0) = (3 * 2 * 1)/(3 * 2 * 1)
_(3)P_(0) = 1

The answer is B.