Answer:

8 pounds of chamomile tea must be mixed to make a mixture that costs 14.63 per pound.

**Step-by-step explanation:**

We are** given the following** in the question:

**Chamomile tea:**

Unit cost = 18.20 per pound

Amount = x pounds

Total cost =

**Orange tea:**

Unit cost = 12.25 per pound

Amount = 12 pounds

Total cost =

**Total mixture:**

Unit cost = 14.63 per pound

Amount = (12+x) pounds

Total cost =

We can write the equation that cost of mixture is equal to cost of chamomile tea and orange tea.

**Thus, 8 pounds of chamomile tea must be mixed to make a mixture that costs 14.63 per pound.**

The sum of two consecutive integers is -39. List the two numbers from smallest to greatest

Which statement is represented by the equation 3x +0.6 = 7?A.The product of 3 and x added to 0.6 is equal to 7B. The sum of x and 0.6 multiplied by 3 is equal to 7C.The product of 3 times the sum of x and 0.6 is equal to 7D.The sum of 3 and x multiplied by 0.6 is equal to 7

As a promotional offer, a new gym is offering a 30% discount to those who sign up in the first month. Patty and her 2 siblings take advantage of the offer and sign up for a total amount of €210. What were the total savings mode? Work out the average savings per person

What is the solution to the equation -3(h+5)+2=4(h+6)-9

Sales in Tiffin ties declined from 420 in last year to 360. What percentage drop is that

Which statement is represented by the equation 3x +0.6 = 7?A.The product of 3 and x added to 0.6 is equal to 7B. The sum of x and 0.6 multiplied by 3 is equal to 7C.The product of 3 times the sum of x and 0.6 is equal to 7D.The sum of 3 and x multiplied by 0.6 is equal to 7

As a promotional offer, a new gym is offering a 30% discount to those who sign up in the first month. Patty and her 2 siblings take advantage of the offer and sign up for a total amount of €210. What were the total savings mode? Work out the average savings per person

What is the solution to the equation -3(h+5)+2=4(h+6)-9

Sales in Tiffin ties declined from 420 in last year to 360. What percentage drop is that

The **additional number** of **units** required is **10 units**.

Given that:

Total number of units needed = 60 units

Total number of units per case = 14

So, the total number of cases required=**Number of units needed / number of units per case**.

**Number of cases required** = **60/14 = 4.285 **(this means that 5 cases are required as 4 cases won't be up to 60 units)

With** 5 cases**, we have exceeded the **required units** needed :

Additional units will be : (14×5) - 60

Additional units = 70 - 60 = **10 units**

Therefore, the **additional number** of **units** required is **10 units**.

To learn more about the **unitary method** visit:

brainly.com/question/23423168.

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**Answer:**

4 with a remainder of 4

**Step-by-step explanation:**

60 divided by 14 is 4 with a remainder of 4

**Answer:**

92 years old

**Step-by-step explanation:**

Multiply 23 by 4

92

So Morgan's grandfather is 92 years old

Hope this helps :)

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**Answer:**

92

**Step-by-step explanation:**

23x4=92

**Answer:**

3003

**Step-by-step explanation:**

We want to find out how many ways we can choose 10 players among 15 players (since the goalie is not interchangeable)

The number of different lineups you can have can be found by using combination:

There are 3003 different lineups that can be chosen.

To determine the number of starting lineups, we use **combinations **in probability. We first choose a goalie from 16 players, then 10 regular players from the remaining 15, giving us 48048 unique lineups.

This problem can be solved by using the concept of *combinations* in **probability and statistics**. The formula for combinations is *C(n, k) = n! / [k!(n-k)!]*, where n is the total number of items, k is the number of items to choose, and ! denotes factorial, which is the product of all positive integers up to that number.

Firstly, we need to choose a **goalie**. There are 16 players, so the number of ways to choose a goalie is C(16, 1) = 16.

After choosing the goalie, we are left with 15 players. Then we need to choose 10 players to fill in the rest of the team. Thus, the number of ways to choose the 10 regular players is C(15, 10).

The total number of unique starting lineups is then the product of these two results. Hence, the solution would be C(16, 1) * C(15, 10) = 16 * 3003 = **48048** different starting lineups.

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1? Isn’t it like a prime number

Solve for k.

**Answer:**

The brainliest!

**Step-by-step explanation:**

c= 7/6k- 17(7/6)

6/7c = k - 17

k = 6/7c+17

(a) For each value of X we have:

so the range of Y = {-32, -23, 4, 49}

(b)

(c)

Y cannot equal 0, so