Do products 40x500and 40x600 have the same number of zeros? Explain

Answers

Answer 1

Answer: I would say no because the product of both of the multiplication is different. 500x40=20,000
600x40=24,000 so the top product has 4 zero's one more than the bottom. Hope this helps

Answer 2

Answer: yes because there is an equal number of 3 zeros on either side of the equation

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1/2r + 2(3/4r - 1) = 1/4r + 6

Answers

$(1)/(2)r+2((3)/(4)r-1)=(1)/(4)r+6\n\n(1)/(2)r+2*(3)/(4)r-2\cdot1=(1)/(4)r+6\n\n(1)/(2)r+(3)/(2)r-2=(1)/(4)r+6\n\n(1+3)/(2)r-2=(1)/(4)r+6\n\n(4)/(2)r-2=(1)/(4)r+6\n\n2r-2=(1)/(4)r+6\ \ \ \ \ \ |add\ 2\ to\ both\ sides\n\n2r=(1)/(4)r+8\ \ \ \ |subtract\ (1)/(4)r\ from\ both\ sides$

$1(3)/(4)r=8\n\n(1\cdot4+3)/(4)r=8\n\n(7)/(4)r=8\ \ \ \ \ |divide\ both\ sides\ by\ (7)/(4)\ (multiply\ both\ sides\ by\ (4)/(7))\n\nr=8\cdot(4)/(7)\n\nr=(8\cdot4)/(7)\n\nr=(32)/(7)\n\n\boxed{r=4(4)/(7)}$

8 is 2% of what number

Answers

i believe the answer to your question is 16

HURRY PLEASE! i need this asap

Answers

Answer:

$4( \sqrt[3]{6 {x}^(2) } )$

Step-by-step explanation:

The given radical is

$\sqrt[3]{6 {x}^(2) }$

We want to choose from the given options, a like radical to the given expresion.

In general, the given expresion is of the form

$a( \sqrt[3]{6{x}^(2) } )$

where 'a' is a constant.

When a=1, we get the above expression.

When we substitute a=4, we get

$4( \sqrt[3]{6 {x}^(2) } )$

If You Have To Pay Someone $279 In Denominations Of $20 Or Less, What Is The Least Number Of Bills You Could Use?

Answers

You can use 27 $10 bills which gets your at a total of $270 then you can use 1 $5 bill so now you're at $275 then you can use 4 $1 bills that gets you at your total of $279. The least number of bills you can use is 32.

At the library the average ratio of a hardbound books to paperback books on a shelf is 5:3. How many paperback books does 75 have

Answers

(I may be wrong) But I got 125 hardbound books by dividing 75 and 3 and I got 25, then I multiplied 25 and 5 and got 125.

Which number is between 0.5 and 8/9?A) 7/24

B) 22/24

C) 25/36

D) 1/3

Answers

basicallly find the avverage

average is found by adding tht 2 numbers together and dividing by the number of nuber you aded together so exg
average of 6 and 12=(6+12)/2 because 6 and 12 is 2 numbers so

0.5 and 8/9 are 2 numbers

convert to fraction
0.5=0.5/1
multiply by 2
1/2=0.5

average of 1/2 and 8/9
make denomenators same bottom number

2 and 9
multiply and get 18

1/2 times 9/9=9/18
8/9 times 2/2=18/16

(9/18+16/18)/2=(25/18)/2=25/18 times 1/2=25/36

the naswer is C 25/36

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