MATHEMATICS HIGH SCHOOL

Write an expression for "the quotient of 2 and 4."

Answers

Answer 1

Answer:

Answer:

2÷ 4

Step-by-step explanation:

Quotient means division

2÷ 4

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Is y+6x=-14 quadratic?

Answers

normally it is a function where you have y=output or f(x)

minus 6x
y=-6x-14
f(x)=-6x-14

quadratic functions are second degree, meaning they have x^2 as hiehgest exponnet

the highest is x^1

it is NOT quadratic

no, because it doen't follow the quadratic equation formula.

something x squared plus/minus something x plus/minus something

A pharmacy claims that the average medication costs $32 but it could differ as much as $8. Write and solve an absolute value inequality to determine the range of medication costs at this pharmacy.A) |x − 32| ≥ 8; The medication costs range from $24 to $40
B)|x − 32| ≥ 8; The medications cost less than $24 or greater than $40.
C) |x − 32| ≤ 8; The medication costs range from $24 to $40
D) |x − 32| ≤8; The medications cost less than $24 or greater than $40.

Answers

Answer:

Therefore, Option C is correct that is $|x-32|\leq8|{\text{the medication costs range from $24to $40}$ .

Step-by-step explanation:

We have given medication cost $32

Since, we have given as much as 8 so the inequality will maximum goes upto 8.

$|x-32|\leq8$

Now, we will solve the inequality for x we will get

We will first open the modulus function by its definition we will get

which is |x| is +x and -x

$(x-32)\leq8$

$x=32+8=40$

$x=40$

And $-(x-32)\leq8$

$-x+32=8$

$x=24$

Therefore, Option C is correct

So,

We can tell that the most expensive medication costs $40 and the cheapest costs $24. Thus, only options A and C are left.

To see which inequality is true, test a value, such as $30, in the equation in option C.

|30 - 32| ≤ 8
|-2| ≤ 8
2 ≤ 8

Option C is correct.

Helen had 5/6 can of orange juice. She spilled 2/6 of a can. How much juice did Helen have left?

Answers

Given: 5/6 can of orange , 2/6 can of orange spilled

Unknown: How much juice did Helen have left?

Solution: 5/6-2/6=n

Answer: 1/2 juice left for Helen

What is the full number of pi?