Mr. Hamm's salary has increased by 250% over the past 10 years. If his original salary was $28,000 per year, what is his current salary?

Answers

Answer 1

Answer: When you say this, I'm assuming he has gained this in total, not once a year:
2.50(28000) + 28000
We can make it simpler:
3.50(28000)
98000
Mr. Hamm now receives $98,000 a year

Answer 2

Answer:

Answer:

98,000

Step-by-step explanation:

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a quadrilateral has all sides the same length and no right angles. what is the name of the quadrilateral

Answers

rhombus

it has 4 sides all equal and has no right angles

Hope this helps

carlie spent $42 at the salon. her mother loaned her the money. carlie will pay her mother 15% of $42 each week until the loan is repaid. about how much will carlie pay each week ?

Answers

To get the answer we have to find 15% of 42. First step is to transfer 15% into decimal.
15% it is 0.15
\Finally we can multiply
0.15*42=6.75$ - its the result

Regular Price 75$ Discount 25%Sale Price?

Answers

$56.25 would be the sale price. 75 times .25 equals 18.75 then 75-18.75 is 56.25

Answer:

$18.75

Step-by-step explanation:

25/100 × 75

1875/100

18.75

I hope its helps

Complete the statements about calculating mean using the data set: 4, 6, 1, 9, 12, 3, 11, 2. First, add the values in the data set. The sum is . The mean, or average, is found by dividing this sum by . The mean is .

Answers

Answer:

48,8,6

Step-by-step explanation

Answer:

48, 8, and 6

Step-by-step explanation:

edge 2020

Write a function rule for the table.

Answers

Answer:

B) f(x) = 2x

Hope this helps

-Unknown

Please help i have know idea what to do please help and show work so i can understand thank you!1.) k+3/4k-2 * (12k^2-3)
2.) x^2-16/6x * 7x/x+5
3.) q+5/2 * 4q/q+4
4.)y^2-9/-2y * -5y/y+3
5.)(8x^2-20x+15) divided by (2x-3)
6.)(8x^3-30+21) divided by (4x-6)
7.)(-10m^9-4m-12m^6) divided by 2m^4

Answers

1. $(k + 3)/(4k - 2)(12k^(2) - 3})$
$(k + 3)/(2(2k) - 2(1))(3(4k^(2)) - 3(1))$
$(k + 3)/(2(2k - 1))(3(4k^(2) - 1))$
$(k + 2)/(2(2k - 1))(3(4k^(2) + 2k - 2k - 1))$
$(k + 3)/(2(2k - 1))(3(2k(2k) + 2k(1) - 1(2k) - 1(1))$
$(k + 3)/(2(2k - 1))(3(2k + 1) - 1(2k + 1))$
$(k + 3)/(2(2k - 1))(3(2k - 1)(2k + 1))$
$(3(k + 3)(2k + 1))/(2)$

2. $((x^(2) - 16)/(6x))((7x)/(x + 5))$
$((x^(2) + 4x - 4x - 16)/(6))((7)/(x + 5))$
$((x(x) + x(4) - 4(x) - 4(4))/(6))((7)/(x + 5))$
$((x(x + 4) - 4(x + 4))/(6))((7)/(x + 5))$
$(((x - 4)(x + 4))/(6))((7)/(x + 5))$
$(7(x - 4)(x + 4))/(6(x + 5))$

3. $((q + 5)/(2))((4q)/(q + 4))$
$((q + 5)/(1))((2q)/(q + 4))$
$(2q(q + 5))/(q + 4)$

4. $((y^(2) - 9)/(-2y))((-5y)/(y + 3))$
$((y^(2) + 3y - 3y - 9)/(2))((5)/(y + 3))$
$((y(y) + y(3) - 3(y) - 3(3))/(2))((5)/(y + 3))$
$((y(y + 3) - 3(y + 3))/(2))((5)/(y + 3))$
$(((y - 3)(y + 3))/(2))((5)/(y + 3))$
$((y - 3)/(2))((5)/(1))$
$(5(y - 3))/(2)$

5. $(8x^(2) - 20x + 15)/(2x - 3)$

6. $(8x^(3) - 30 + 21)/(4x - 6)$
$(8x^(3) - 9)/(2(2x) - 2(3))$
$(8x^(3) - 9)/(2(2x - 3))$

7. $(-10m^(9) - 12m^(6) - 4m)/(2m^(4))$
$(-10m^(9))/(2m^(4)) - (12m^(6))/(2m^(4)) - (4m)/(2m^(4))$
$-5m^(5) - 6m^(2) - (2)/(m^(3))$

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