MATHEMATICS MIDDLE SCHOOL

Santa gains 3 pounds per week.How many pounds will he gain in 20 weeks

Answers

Answer 1

Answer:

Answer:

Santa will gain 60 pounds in 20 weeks.

Step-by-step explanation:

3 x 20= 60

Answer 2

Answer:

Answer:

60 pounds

You would multiply 20 times 3 to get the answer.

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The equation represents the function f, and the graph represents the function g. f(x)=6x-5A.

The rate of change of f is twice the rate of change of g.

B.

The rate of change of g is twice the rate of change of f.

C.

The rate of change of f is 3 times the rate of change of g.

D.

The rate of change of f is the same as the rate of change of g.

Answers

Answer:

A. The rate of change of f is twice the rate of change of g.

Step-by-step explanation:

The first function is $f(x)=6x-5$

The slope of this function is the coefficient of x. It is the same as the rate of change of f(x)

$m=6$

From the graph, g(x) passes through(-2,-4) and (0,2)

We use the slope formula: $(y_2-y_1)/(x_2-x_1)$ to find the slope of g(x).

$m=(2--4)/(0--2)=(6)/(2) =3$

Since 6=2(3), we conclude that, the rate of change of f is twice the rate of change of g.

Answer:

Step-by-step explanation:

Write the number 307 as a sum of hundreds tens and ones

Answers

307 separated into parts would be 300, 0, and 7. 300 beijg the hundreds, 00 being the tens, and 7 being the ones. If we summed the up places, it would look like this:
300+00+7=307

300 + 7 = 307, easy as that:)

a jogger runs 10 miles north and then turns west. if the jogger finishes 26 miles from the starting point, how far west did the jogger go?

Answers

The jogger went 16 miles

Answer:

Step-by-step explanation:

A ball is thrown upward and its height after t seconds can be described by formula f(t)=−10t2+24t+5.6. Find the maximum height the ball will reach.

Answers

Answer:

The maximum height is 20.

Step-by-step explanation:

The height of the ball is given by $f(t)= -10t^(2) +24t+5.6$ .

Differentiating the above equation, with respect to t, we get $(d f(t))/(dt) = -20t + 24$ .

At the maximum height the derivative of the function needs to be 0.

Hence, $(d f(t))/(dt) = 0$ gives $t = (24)/(20) = (6)/(5)$ .

The maximum height is $f((6)/(5) )= -10((6)/(5) )^(2) +24((6)/(5) )+5.6 = 20$

What is the answer to 3(m-4)-6(2m-1)

Answers

$3(m-4)-6(2m-1)$
Distibuthing 3 through prantheses
$3m-3*4-6(2m-1)$
$3m-12-6(2m-1)$
Distributhing 6 through parantheses
$3m-12-6*2m+6$
$3m-12-12m+6$
$3m-6-12m$
$-9m-6$

$3(m-4)-6(2m-1)= \n \n 3m-12-12m+6=\n \n \boxed{-9m-6}$

2. Find the value of each variable.
(1 point)
(y + x)
2xx(y-2)

Answers

i think u just set them equal to each other

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