Answer:

**Answer:**

2

**Step-by-step explanation:**

count how many more

Determine 6th term in the geometric sequence whose first term is 3 and whose common ratio is -4.

Help :,)(both questions)

Mr. Hoya brought 5 watermelons from his grocery store. The watermelons weighed 8.25 pounds, 9.25 pounds, 8.875 pounds, 9.625 pounds and 10.75 pounds. At the party, 153 people each ate a 0.25 pound serving of watermelon. Was the amount of leftover watermelon less than, greater than, or equal to 8.5 pounds? Explain how to solve the problem.

Deanna and Lise are playing game at the arcade. Deanna started with $20 and the the game she is playing costs $0.25 each game. Lise started with $40, and her machine costs $0.75 per game. How many games will it be before they both have the same amount of money left? Make an expression the solves the problem.

What is the result of adding these two equations?\begin{aligned} -5x-9y &= 3 \\\\ 5x-9y &= -2 \end{aligned} −5x−9y5x−9y =3=−2

Help :,)(both questions)

Mr. Hoya brought 5 watermelons from his grocery store. The watermelons weighed 8.25 pounds, 9.25 pounds, 8.875 pounds, 9.625 pounds and 10.75 pounds. At the party, 153 people each ate a 0.25 pound serving of watermelon. Was the amount of leftover watermelon less than, greater than, or equal to 8.5 pounds? Explain how to solve the problem.

Deanna and Lise are playing game at the arcade. Deanna started with $20 and the the game she is playing costs $0.25 each game. Lise started with $40, and her machine costs $0.75 per game. How many games will it be before they both have the same amount of money left? Make an expression the solves the problem.

What is the result of adding these two equations?\begin{aligned} -5x-9y &= 3 \\\\ 5x-9y &= -2 \end{aligned} −5x−9y5x−9y =3=−2

The **cost **of r grapefruits, if **each **grapefruit **costs **s will be rs.

The analysis of **mathematical **representations is **algebra**, and the handling of those **symbols **is **logic**.

**PEMDAS rule **means for the Parenthesis, **Exponent**, Multiplication, Division, **Addition**, and Subtraction. This **rule **is used to solve the equation in a **proper **and **correct **manner.

The **cost **of r grapefruits, if each **grapefruit costs **s will be given by the **multiplication **of the letters r and s.

Cost = r × s

Cost = rs

The **cost **of r grapefruits, if **each **grapefruit **costs **s will be given as 'rs'.

More about the **Algebra **link is given below.

#SPJ2

**Answer:**

rs

**Step-by-step explanation:**

r*S=rs

Answer: -5, 6

Step-by-step explanation:

**Answer:**

first 1 I think

**Step-by-step explanation:**

Well, 18-5=13, so there are 13 strawberries left.

There are 13 strawberries left.

Volume of a cone = 1/3πr²h

r = 5.7/2 = 2.85

h = 12

Volume of original design =1/3π(2.85)²(12)

= 32.49π

= 102.07.....

Linear scale factor = 1.5 = 3/2

Volumetric scale factor = (3/2)³ = 27/8

Volume of revised design = 102.07..... × 27/8

= 344.487..... ⇒ 344.5 in³

r = 5.7/2 = 2.85

h = 12

Volume of original design =1/3π(2.85)²(12)

= 32.49π

= 102.07.....

Linear scale factor = 1.5 = 3/2

Volumetric scale factor = (3/2)³ = 27/8

Volume of revised design = 102.07..... × 27/8

= 344.487..... ⇒ 344.5 in³

**Answer:**

Zachary is buying 4 tires for his car. The table shows the prices and the advertised sales for the same type of tire at 4 tire stores.

**Step-by-step explanation:**

At store R, we get the fourth tire for free, if we buy three tires.

Each tire costs $150, so the cost of 3 tires is .

So at store R, we get 4 tires for $450.

At store S, if we buy 4 tires, we pay $70 off for each tire.

Each tire costs $200, so the cost of 4 tires is

If we get $70 off for each tire, we get for 4 tires.

So at store S, we get 4 tires for

So at store S, we get 4 tires for $520.

Step 2:

At store T, if we buy 4 tires, we pay $200 off the total price.

Each tire costs $175, so the cost of 4 tires is

If we get $200 off the total price, we get for 4 tires.

So at store T, we get 4 tires for $500.

At store V, if we buy 4 tires, we get 10% of the total price.

Each tire costs $130, so the cost of 4 tires is

If we get 10% off the total price, we get for 4 tires.

So at store V, we get 4 tires for $468.

Step 3:

So we get 4 tires at store R for $450, we get 4 tires at store S for $520. We get 4 tires at store T for $500 and we get 4 tires at store V for $468.

So Isaiah will get the lowest price on 4 tires at store R.

At store R, we get the fourth tire for free, if we buy three tires.

Each tire costs $150, so the cost of 3 tires is .

So at store R, we get 4 tires for $450.

At store S, if we buy 4 tires, we pay $70 off for each tire.

Each tire costs $200, so the cost of 4 tires is

If we get $70 off for each tire, we get for 4 tires.

So at store S, we get 4 tires for

So at store S, we get 4 tires for $520.

Step 2:

At store T, if we buy 4 tires, we pay $200 off the total price.

Each tire costs $175, so the cost of 4 tires is

If we get $200 off the total price, we get for 4 tires.

So at store T, we get 4 tires for $500.

At store V, if we buy 4 tires, we get 10% of the total price.

Each tire costs $130, so the cost of 4 tires is

If we get 10% off the total price, we get for 4 tires.

So at store V, we get 4 tires for $468.

Step 3:

So we get 4 tires at store R for $450, we get 4 tires at store S for $520. We get 4 tires at store T for $500 and we get 4 tires at store V for $468.

So Isaiah will get the lowest price on 4 tires at store R.