Jerry had $1,018.00 in savings. Last week he spent $84.00 on a desk and $372.00 on a computer from his savings. This week at a part time job sacking groceries Jerry earned $88.00 and put $44.00 of it back into savings. How much more money does Jerry need to put into savings to be back to the original balance of $1,018.00?

Answers

Answer 1

Answer: 1018-606=412. Hope it helps

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3 managers and 47 non-managers attended a company meeting. What percentage of thepeople in the meeting were managers?

Answers

Answer:

Step-by-step explanation:

50 managers in total.

3/50=0.06 which translates to 6%

How to find excluded values ?

Answers

Hello,

The method is to find the roots of the denominator.

x²-2x-15=x²+3x-5x-15=x(x+3)-5(x+3)=(x+3)(x-5)

Roots are x=-3 and x=5

Answer C

Kate wants to have $25,000 in 16 years. How much does she need to invest if the interest rate is 6 percent per year?A.) $10,431.63
B.) $9,841.16
C.) $7,353.88

Answers

Answer:

its b

im on plato and got it right

I'm guessing that its c

Complete the equations of the system in slope-intercept form. Use a decimal for the slope if necessary.Line 1
x y
0 3
1 5

Line 2
x y
–1 1
–2 –1

Answers

$y=2x+3$

$y=-2x+3$

The perimeter of a rectangle billboard is 60 feet and has a length 6 feet longer than its width. Find the dimensions of the billboard.

Answers

$x-width\nx+6-length\n\n2x+2(x+6)=60\n\n2x+2\cdot x+2\cdot6=60\n\n2x+2x+12=60\n\n4x+12=60\ \ \ \ /-12\n\n4x=48\ \ \ \ /:4\n\nx=12\ (ft.)\n\nx+6=12+6=18\ (ft.)\n\nAnswer:18ft.\ *\ 12ft.$

$P=2l + 2w$

$l=6+w$
$60 = 2l+2w$

$60=2(6+w)+2w$
$60=12+2w+2w$
$60=12+4w$
$48=4w$
$12=w$

$l=6+(12)$
$l=18$

$length:18ft \n width:12ft$

Name the polar coordinates for the point below.

Answers

Each division in the angle measures 15 degrees and the point is in the second line so it has an angle of 30 degrees. Assuming that the graduation from the origin represents 1 radius unit, then the point is 3 units from the origin. The polar coordinates are
(3, 30°) or (3, π/3)

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In the equation Q – 12 = 89, what is the value of Q