Simplify.25/55x

A.5/11x
B.1/2x
C.x/2
D.5x/12

Answers

Answer 1

Answer:

You must divide the numerator and denominator by the great common multiple. The greatest common multiple of 25 and 55 is 5. 25 divided by 5 equals 5 (numerator), and 55x divided by 5 is 11x (denominator). Therefore the answer is A. 5/11x

Answer 2

Answer: 25/55

Divide both the numerator and denominator by 5.

25 / 5 = 5
55 / 5 = 11

So 22/55x simplified is 5/11x

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Which would be a good estimate for the tax on $97.95 if the tax is 9.5%?$12$10.50$10$8.50

artie uses 1 1\3 yarda of rope to make the bottom of his hammock stronger. he also uses 10 inches of rope to make each of 4 sections of the hammock stronger how much rope in yards and in inchesdoes artie use in all draw a diagram explain how the diagram helped solve the problem

Answers

Lets change yards into inches: 1 1/3 x36=48. Now since he used 10 inches in 4 sections multiply 10 by 4: 10x4=40. Now add 40 inches and 48 inches: 40+48=88. Divide by 36 to find yards: 88/36=2 yards and 16 inches :)

i would say the correct answer is 2 yd 16in hope i helped

Use the law of cosines to find the balue of cos 0 . Round to answer to two decimal places

Answers

Answer:

Step-by-step explanation:

Using the law of cosines then cosΘ is the following quotient

cosΘ = $(a^2+b^2-c^2)/(2ab)$

where a = 5.8, b = 10.5 and c = 10.9

cosΘ = $(5.8^2+10.5^2-10.9^2)/(2(5.8)(10.5))$

= $(33.64+110.25-118.81)/(121.8)$

= $(25.08)/(121.8)$ = 0.21 → C

How do you show work for 1% of 1600 is what?

Answers

1% = 1/100
1600 x 1/100 = 1600/100
16

1% of 1600
0.01 x 1600 = 16
16 is your answer
Glad to Help!

Carmen trains 2 dogs at a time to roll over and to fetch . if rolling over takes 10.3 min and fetching takes 0.25 min . which expression determine how many days to train 4 dogs 4×(10.3+0.25) or[2×(10.3 +0.25)]×2 or 2 x (10.3+0.25)
thanks

Answers

4×(10.3+0.25) is the correct answer

I do not get please help!!

Answers

Dominic: $2(3)/(4)$
Rachel : $1 (1)/(3)$ as long
How long Rachel worked:

$2(3)/(4) = (11)/(4)$
$1 (1)/(3)$ = $(4)/(3)$

$(11)/(4)$ × $(4)/(3)$
$(44)/(12)$ = $3 (2)/(3)$

The answer is C. $3(2)/(3)$