Help, i'll give you brainliest
help, i'll give you brainliest - 1

Answers

Answer 1
Answer:

i cant see the imagine it says download pdf and it doesnt show anything

Answer 2
Answer: 21
Hope this helps:)
Lmk if it’s correct

Related Questions

Which fraction is equivalent to 6/-8 A -8/6 B -6/8 C-6/-8 D 8/6
Help me on this problem please
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What is 111,111×111,111?

Answers

111,111 x 111,111
= 12,345,654,321

or twelve billion, three hundred and forty five million, six hundred and fifty four thousand and three hundred and twenty one.

Its quite a fun number to type :')
The answer to 111,111x111,111 is 12,345,654,321

Which choice is the appropriate simplified form and restriction for the variable 2x-3x^2/5x^3a. 1/5

b. 1/5x, (x=0)

c 1/5x^2, (x=0)

d. 2-3x/5x^2, (x=0)

by the way all of the zeros have an slash through them which I couldn't figure out how to type. Could someone please please please help me?

Answers

If you would like to find the simplified form, you can do this using the following steps:

(2x - 3x^2) / (5x^3) = (x(2 - 3x)) / (x(5x^2)) = (2 - 3x) / (5x^2) if x != 0

The correct result would be (2 - 3x) / (5x^2) if x != 0.

Marco bought a new TV for his house that cost $1,500. The TV had a rebate of $350. What was Marco’s final cost for the TV after the rebate was applied?

Answers

Answer:

$1,150

Step-by-step explanation:

$1,500-$350=$1,150

Answer:

The final cost of the TV is $1150

Step-by-step explanation:

1500-350=1150

Two video rental clubs offer two different rental fee plans.Club A charges $12 for membership and $2 for each rented video.Club B charges $4 for membership fee and charges $4 for each rented video.Which video rental club is the better deal and why?

Answers

Answer: Club A

 

EXPLANATION

Given,

Club A charges $12 for membership and $2 for each rented video.

The deal in Club A can be represented by the function, f(x) = 12 + 2x

 

Club B charges $4 for membership fee and charges $4 for each rented video.

The deal in Club B can be represented by the function, f(x) = 4 + 4x

 

 

To determine which video rental club is the better deal

First, we find the number of videos where the amount spent will be the same

 

That is, when 4 + 4x = 12 + 2x

 

Subtract 4 from both sides of the equation

4 + 4x – 4 = 12 + 2x – 4

4x = 8 + 2x

 

Subtract 2x from both sides of the equation

4x – 2x = 8 + 2x – 2x

2x = 8

 

Divide both sides by 2

2x/2 = 8/2

x = 4

 

Since the deals for club B and club B will be of equal expense by the time a total of 4 videos have been rented, the better deal is the one that is cheaper when more than 4 videos have been rented.

 

Take a random value of x that is greater than 4, say 6

 

For the deal in Club A, f(x) = 12 + 2x

= 12 + 2(6)

= 12 + 12

= $24

 

For the deal in Club A, f(x) = 4 + 4x

= 4 + 4(6)

= 4 + 24

= $28

 

Since the deal in Club A is cheaper on the long run (i.e for 5 videos and above), it is a better deal than that of Club B

Jim bought 2 packs of batteries from a store. The price of each pack was the same. After he bought the batteries, his account balance showed a change of −$23.94. What would have been the change to Jim's account balance had he only bought 1 pack of batteries from the store?−$21.94 −$11.97 $11.97 $21.94

Answers

Hello,

The correct answer is B) -$11.97

Hope this helps!!!! :)

**(Vanessa)**

Final answer:

If Jim had purchased only one pack of batteries, the change to his account balance would be -$11.97.

Explanation:

This problem describes a mathematical scenario related to buying and pricing. Given that Jim bought 2 packs of batteries for -$23.94, we can infer that this is the total cost for both packs. Therefore, to find the cost of one pack, you will simply divide the total cost by the number of packs.

To do this, −$23.94 should be divided by 2. Using a calculator, this division equals −$11.97. Therefore, the change to Jim's account balance if he had only bought 1 pack of batteries would have been −$11.97.

Learn more about Division here:

brainly.com/question/33969335

#SPJ2

Look at this check register. Calculate the current balance. The current balance is $

Answers

Answer:

The current balance is $33.18.

Step-by-step explanation:

The initial balance is $82.92.

The debt are subtracted from the balance and deposits are add in the balance.

On 5/1 after paying the monthly fee the balance was $82.92.

On 5/3 phone bill of $78.24 is paid, so the remaining balance is,

B=82.92-78.24=\$ 4.68

On 5/15 the paycheck of $125.00 is deposited, so the remaining balance is,

B=4.68+125=\$ 129.68

On 5/17 withdraw from ATM of $40, so the remaining balance is,

B=129.68-40=\$ 89.68

On 5/20 tennis lessons of $56.50 is paid, so the remaining balance is,

B=89.68-56.50=\$ 33.18

Therefore, the current balance is $33.18.

Answer:

The current balance is $$ 33.18