Find the Inverse of f(x) = 3x -18

Answers

Answer 1
Answer:

Answer:

y = 1/3x+6

Step-by-step explanation:

Step 1

- Rewrite f(x) as y

f(x) = 3x-18 => y = 3x-18

Step 2

- Swap x and y

y = 3x-18 => x = 3y-18

Step 3

-  Slove for y (By that it means isolate y)

x = 3y-18 (+18 both sides)

x+18 = 3y (Then divide both sides by 3)

1/3x+6 = y

Final Answer:

y = 1/3x+6


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What are the solutions to the equation 9x2 = 49, rounded to the nearest tenth?A.
2.3, –2.3

B.
5.4, –5.4

C.
7, –7

D.
21, –21

Answers

A.
2.3, –2.3

Working;

9x^(2) =49
x^(2) = (49)/(9)
x=\sqrt{ (49)/(9) }
x= +-2.3
I would go for A if anything

Maya bought 8 chicken wings for $8.80. If Maya spent $25.30, how many chicken wings did she buy?

Answers

Answer:

She bought 23

Step-by-step explanation

Divide $8.80 by 8 take that and multiply it by 23 and you get $25.30

She naught 23 because if you divide 8.80 by 8 you get 1.1 which is the price of the wing then you divide 25.30 by 1.1 which gives you 23

Round the answer to the nearest cent.

5% tax on $20 is $

Answers

5% tax on 20 dollars.
First let's convert 5% to decimal
=> 5% / 100 = .05
Next is to simply multiple 0.05 to 20 dollars
=> 20 * .05 = 1 dollar.
Thus. the 5% of 20 dollars is 1 dollar.

Five ninths times the difference of f and 32

Answers

If we put that into an equation, we get
(5/9)(f/32)
because "five ninths" is a fraction, "times" is multiplication (which can be represented by parenthesis), "the difference" is division, and "the difference of f and 32" is a fraction.

Examine the two-way frequency table below.Score: 90-100 Score: 70-89 Score: 0-69
Math Test 20 40 7
Science Test 15 35 5
Which percentage of students took the math test and received a grade of 90 or above?


16.39%

29.85%

57.14%

28.69%
Let event A = "math test" and event B = "Score: 90-100." Then find , where

Answers

To find the percentage of students who took the math test and received a grade of 90 or above, we need to calculate the conditional probability P(A ∩ B), which is the probability of event A ("math test") and event B ("Score: 90-100") happening simultaneously.

From the two-way frequency table:

The number of students who took the math test and received a grade of 90 or above is 20.

The total number of students who took the math test is 20 + 40 + 7 = 67.

Now, we can calculate the conditional probability:

P(A ∩ B) = (Number of students who took the math test and received a grade of 90 or above) / (Total number of students who took the math test) × 100%

P(A ∩ B) = 20 / 67 × 100% ≈ 29.85%

So, the percentage of students who took the math test and received a grade of 90 or above is approximately 29.85%.

3r = 10 + 5s, when r = 10

Answers

3r = 10 + 5s, where r = 10
Substitute 10 for r.
3(10) = 10 + 5s
30 = 10 + 5s
Subtract 10 from each side.
20 = 5s
Divide by 5.
4 = s
3(10)=10+5s
30=10+5s
20=5s
4=s
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