Charlie runs at a speed of 3 yards per second.about how many miles does Charlie run

Answers

Answer 1

Answer: I think since he runs 3 yards per hour per second their are 60 seconds in a minute so 60 times equals 180 yards per second

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What's pie divide by 90

Answers

If we use 22/7 as pi we can say...

22/7 / 90 =
22/7 x 1/90 =

22/630 = 11/315 (in fraction form)

11/315 is the same as saying 11 divided by 315 which would work out to

about .035 rounded to the nearest thousandth

PLEASE ANSWER ALL ASAP PLZ1) Aaron rides his bike at a constant rate of 10 miles per hour. Which table represents y, the number of miles Aaron rides his bike in x hours?

2) Apples cost $2.99 per pound. Which equation represents y, the total cost, for x pounds of apples?
A) x = y + 2.99

B) y = 2.99 + x

C) y = 2.99x

D) x = 2.99y

3) A baker uses 84 cups of flour for 36 batches of cookies. How many cups of flour are needed for 1 batch of the cookies

A) 1 1/3 cups

B) 4/7 cups

C) 2 1/3 cups

D) 3/7 cups
4) Erika pays $35.70 for 15 pounds of ground beef. Calculate the price per pound.

Question 4 options:

A) $20.70

B) $1.79

C) $1.38

D) $2.38

5) Another name for slope is the constant rate of change or speed.

A) True
B) False

Answers

Answer:

1) table 4 (last one)

2) C) y = 2.99x

3) C) 2⅓

84/36 = 7/3 = 2⅓

4) D) $3.38

35.7/15 = 2.38

5) True

Which of these have a value greater than 3/4? 0.25,0.68,0.86,0.75

Answers

0.86 is greater than 3/4 because 3/4 equals 0.75 in decimal form

Please help me! im literally desperate! math is soooo hard! help me pls <3Pics down below!

Answers

Answer:

its the multiplication property

Step-by-step explanation:

the total cost of 3 tables & 2 chairs is rs 1850 ...if a table RS 75 more than a chair ,find the price of each ?

Answers

• We have the enunciation, now we can solve.
♦ We note :
- t, the price of the table;
-c, the price of a chair:

3t+2c=1850 }
t=c+75 } =>

=> 3(c+75) +2c=1850
3c+225+2c=1850
5c=1850-225
5c=1625
c=1625:5
c=341=> t=341+75 = 476 .

7) Given that Sn=3-2^(-4n)is the sum of the first n terms of a sequence.
Un is the n term.
a) Express Un+1 in terms of n.
b) Deduce that the
sequence is a geometric progression.

Answers

Answer:

Step-by-step explanation:

$s_(n)=3-2^(-4n)\ns_(n+1)=3-2^(-4(n+1))=3-2^(-4n) *2^(-4)\ns_(n+1)-s_(n)=3-2^(-4n)*2^-4-3+2^(-4n)$

$=2^(-4n)-2^(-4n)*2^(-4)\n=2^(-4n)(1-2^(-4))\n=2^(-4n)((2^4-1)/(2^4))\n=2^(-4n)(15)/(16)\nU_(n+1)=15*2^(-4(n+1))$

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