What 3/8 divided by 48

Answers

Answer 1

Answer: Hi, the answer is 1/128
Because you KCF
Keep the first fraction or number
Change division sign for multiplication
Flip the last fraction or number

Answer 2

Answer: okay so this should help there is a little song i was taught. "when you are dividing i really don't know why just write the first change the sign flip and multiply."
so you should do 3/8 divided by 48/1 but since what the song says you would do 3/8 times 1/48

so then you cross multiply and get 144=8 so im pretty sure the answer would be 136

i really hope thats the right answer

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For each of the transactions in items 1 through 5, indicate the effects on the accounting equation elements. The company purchases equipment with cash- The Equity account does the following

A. Increase
B. Decrease
C. No effect

Answers

Answer:

Decrease I think.

Sorry if it is wrong.

Hope it helped :)

85% of 40 e-mails it's to hard for me

Answers

85% of 40 e-mails is 34

85% of 40

If its percent just take it upon 100 and multiply it by the number :)

85/100 × 40
= 85×40/100
= 85×2/5
= 170/5
= 34

A baseball weighs 5 ounces. How much do 6 baseballs weigh?

Answers

This is a question that involves multiplication. If 1 baseball weighs 5 ounces, and you're trying to find out how many 6 weigh, multiply 5x6. The answer is 30. Hope this helps.

Answer: 1 pound and 14 ounces

Step-by-step explanation:

...

(1 pt)
Segment km is 18 cm long.

How long is the radius of circle N?

Answers

Segment KM is the diameter of the circle.

Diameter = Radius * 2

Segment KM is 18

18 = Radius * 2

Radius = 18/2

Radius = 9 cm

The radius of circle N is 9 cm.

Verify 2+2cot^2x=2cotxsecxcscx

Answers

$2+2\cot^2x=2\cot x\sec x\csc x\n\nL=2(1+\cot^2x)=2\left(1+(\cos^2x)/(\sin^2x)\right)=2\left((\sin^2x)/(\sin^2x)+(\cos^2x)/(\sin^2x)\right)\n\n=2\left((\sin^2x+\cos^2x)/(\sin^2x)\right)=2\left((1)/(\sin^2x)\right)=(2)/(\sin^2x)\n\nR=2\left((\cos x)/(\sin x)\right)\left((1)/(\cos x)\right)\left((1)/(\sin x)\right)=2\left((1)/(\sin x)\right)\left((1)/(1)\right)\left((1)/(\sin x)\right)\n\n=2\left((1)/(\sin^2x)\right)=(2)/(\sin^2x)$

$\boxed{L=R}$

$Used:\n\n\cot x=(\cos x)/(\sin x)\n\n\sin^2x+\cos^2x=1\n\n\sec x=(1)/(\cos x)\n\n\csc x=(1)/(\sin x)$

what is the length of the hypotenuse of a right triangle with legs that measure 8 and 13 cm round the answer to the nearest hundredth

Answers

use pythagoreaan theorem
a^2+b^2=c^2
a and b are teh legnth s of the legs
c is the legnt o fthe hyptonuse

8^2+13^2=c^2
64+169=c^2
233=c^2
square root both sdies
aprox 15.264=c

the legnth is aprox 15.26 cm

8²+13²=c²
64+169=c²
233=c²
15.26=c

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