Brendan spent 24 minutes playing a computer game you stop playing at 3:55 p.m. and went outside to ride his bike what time did he start playing the computer game

Answers

Answer 1
Answer: he started playing at 3:31!!!!!!!!!!!!!!!!!!!
Answer 2
Answer: he started playing the computer game at 3:31

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Sorry for the computer quality lol but can someone please help ?

A scale drawing is 21 inches long and 9 inches tall the real item is 30 feet tall how long is it

Answers

So this is a proportion.  The scale is 9 inches tall and the real is 30 feet.  First, multiply feet by twelve to find inches.
So the real item is 360 inches tall.  So the proportion is 9:360.  Or 1:40.  The scale is 1/40 the size of the real item.  Or the real item is 40 times the size of the scale.
So if the scale drawing is 21 inches long, that means the real item is 40 times longer, or 40·21
Therefore the real item is 840 inches long.  Divide it by twelve to find how many feet long it is.
840/12=70
Therefore the real item is 70 feet long.
70ft
this is easy:) first lets set them up within fractions.
  
   9 tall             30 tall
------------  ->  -----------
  21 long          x long
since we don't know how long the second one is we just put x for now ;)

now in order to find the scale factor we need to divide 30 by 9 so lets do that 
30 ÷ 9 = 3.33333333333333333333333
a good estimation* 
so that means in order to get 30 we multiplied 3.3333333333333333333 and  9 
now in order to figure out x finally we can do the same 
so take 21 and multiply by 3.33333333333333333333333333
21 x 3.3333333333333333333333333333 = 69.99999999999999999999
and 69.9999999999999 is rounded out to be 70
so our answer here is 70
also in answer form:
the real item is 30 feet tall and 70 feet long:)
i hope this was helpful:)
and i don't forget to 
MARK ME BRAINLIEST! :D

Which ratio is equivalent to 150:63?

21:50
50:7
75:21
50:21

Answers

Answer:

50:21

Step-by-step explanation:

150:63

Divide both by 3:

150/3 = 50

63/3 = 21

so 50:21 is the correct answer (last option)

(Note that the first option is WRONG bc it's reversing the order.)

How many solutions does the nonlinear system of equations graphed below have?a . four
b . two
c . one
d . zero

Answers

The correct answer is B.Two

APEX

Answer:

d.zero

Step-by-step explanation:


A youth ice hockey game has 3 periods that are each 20 minutes long. Colin plays 12 minutes each period. which ratio shows Colin's playing time compared to the total number of minutes of playing time possible?A. 1 to 4
B. 3 to 20
C.1 to 5
D.3 to 5

Answers

Answer:  The correct option is (D) 3 to 5.

Step-by-step explanation:  Given that a youth ice hockey game has 3 periods that are each 20 minutes long. Colin plays 12 minutes each period.

We are to select the correct ratio that shows Colin's playing time compared to the total number of minutes of playing time possible.

Since there are three periods, so Colin's total playing time is given by

T_p=12+12+12=36~\textup{minutes}.

And each period is 20 minutes long, so total number of minutes playing time possible will be

T=20+20+20=60~\textup{minutes}.

Therefore, the ratio that shows Colin's playing time compared to the total number of minutes of playing time possible is given by

T_p:T\n\n\n=(T_p)/(T)\n\n\n=(36)/(60)\n\n\n=(3)/(5)\n\n\n=3:5.

Thus, the required ratio is 3 to 5.

Option (D) is CORRECT.

3*20=60

3*12=36

36:60=3:5
The answer is D. 3 to 5
 

I need help, I have tried looking it up but can’t find any help

Answers

Answer: (sin (4x))/(cos(14 x))

Step-by-step explanation:

We have the following expression:

(tan(9x)-tan(5x))/(1+tan(9x)tan(5x))

In order to work in a better way this expression, let's call \alpha=9x and  \beta=5x and rewrite:

(tan(\alpha)-tan(\beta))/(1+tan(\alpha)tan(\beta))

Now, we know tan \theta=(sin \theta)/(cos \theta). Let's apply it here:

((sin (\alpha))/(cos(\alpha))-(sin(\beta))/(cos(\beta)))/(1+(sin (\alpha))/(cos(\alpha))(sin(\beta))/(cos(\beta)))

((sin(\alpha)cos (\beta)-sin(\beta)cos(\alpha))/(cos(\alpha)cos(\beta)))/((cos(\alpha) cos(\beta)+sin(\alpha) sin(\beta))/(cos(\alpha)cos(\beta)))

Simplifying:

(sin(\alpha)cos (\beta)-sin(\beta)cos(\alpha))/(cos(\alpha) cos(\beta)+sin(\alpha) sin(\beta))

According these trigonometric identities, we have:

sin(\alpha-\beta)=sin(\alpha)cos (\beta)-sin(\beta)cos(\alpha)

cos(\alpha+\beta)=cos(\alpha) cos(\beta)+sin(\alpha) sin(\beta))

Then:

(sin(\alpha-\beta))/(cos(\alpha+\beta))

Writing again the actual values:

(sin(9x-5x))/(cos(9x+5x))

Finally:

(sin(4x))/(cos(14x))

What is the length of a side of a cube with volume 729 cm3

Answers

solution:
v = l x w x h
all cube sides are equal:
v = length^3
given v = 729 cm3
length = cube root (729)
length = 9 cm