Please help me I am having a REALLY rough morning thank you Which point should be removed for the graph to represent a table of equivalent ratios?
A. (2, 10)
B. (3, 15)
C. (4, 20)
D. (5, 15)

Answers

Answer 1

Answer:

Answer: seriously the same question twice?

Step-by-step explanation:

Choice D like I said

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4(4x + 3) + 6(2 - x) - 3(2x - 1) = 19

Which shows a correct order to solve this story problem? Each morning Mike bikes 3.5 miles. Each afternoon he bikes 2.3 miles. How many miles will Mike have biked in 6 days? A. Step 1: Multiply 3.5 by 6. Step 2: Multiply 2.3 by 6. Step 3: Subtract the two products.
B. Step 1: Multiply 3.5 by 2.3. Step 2: Divide the product by 6.
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Answers

ok so
since we h ave
3.5=1 day's morning
and
2.3=1 day's afternoon
we need to add them to find 1 day and multiply by 6 (number of days)
that answer is not listted so we make into anohter form
this wold be
6 times (3.5 +2.3)
if we distributed
a(b+c)=ab+ac
6(3.5+2.3)=6 times 3.5+6 times 2.3

this is D

The answer is D
Step 1 (3.5 X 6 ) = 21 miles
Step 2 (2.3 X 6 ) = 13.8 miles
Step 3 So total is (21 + 13.8) miles = 34.8 miles

Its right there and i need this in under 30 mins please

Answers

First option is the answer. Once simplified, it equals -8x^3/y^4

Find all relative extrema of the function. use the second derivative test where applicable. (if an answer does not exist, enter dne.) f(x) = x3 − 9x2 + 2

Answers

First find the derivative of the function. The derivative is $f'(x)=3 x^(2) -18x$ . Now set it equal to 0 to find the critical numbers. $0=3 x^(2) -18x$ . Factor to solve for the zeros of the derivative. $0=3x(x-6)$ . So 3x = 0, and x = 0, or x - 6 = 0 and x = 6. We will make a table with values for -∞<x<0, 0<x<6, 6<x<∞. Pick a value within those boundaries for each interval and find the sign, positive or negative, that results from subbing that number into the derivative. If we choose -1 in the first interval f'(-1)=21, so the function is increasing from negative infinity to 0. If we choose 1 in the second interval, f'(1)=-15, so the function is decreasing from 0 to 6. If we choose 10 in the last interval, f'(10)=120, so the function is increasing from 6 to infinity. The points of extrema are found by subbing the critical x values into the original function. We know the function is increasing from negative infinity to 0, so f(0)=2, and our max point is (0, 2). We know the function is decreasing from 6 to infinity, so f(6)=-106, and our min point is (6, -106). I do this instead of the second derivative test, but they both work.

Multiply (3)(-4)(2).

ASAP PLEASE HELP!