Marty wants to plant grass in a rectangular section of his backyard. The section where he wants grass measures 6.62 meters by 4.55 meters. What is the area of this section? (Area = length × width) Do not round your answer.

Answers

Answer 1

Answer: Lets first look at the formula, then substitute for the formula, then solve. lets do it:-

A = lw
A = Area
l = lentgh
w = width

A = lw
l = 6.62 meters
w = 4.55 meters

A = lw
A = 6.62 × 4.55
A = 30.121 meters

So, the area of this section is 30.121 Meters.

Hope I helped ya!! xD

Answer 2

Answer: a=l×w
6.62m×4.55m
=30.121m

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9. For which purpose would you use the SEE method?

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Answer:

composing paragraphs

Step-by-step explanation:

The SEE method is an acronym which is a strategy to use when composing a paragraph.

Someone helped me please

Answers

Answer:

Step-by-step explanation:

add all student to get total.

30+28+14+28=100 total students

28+14+28=70 students that do not supprt ashley.

70/100 is the probability the student chosen at random will not support ashley.

.7 in simplified decimal format.

Leigh has a piece of rope thst is 6 2/3 feet long. how do you write 6 2/3 as a fraction greater than 1

Answers

20/3 - Take the 6 2/3, multiply the 6 and the 3 (6 x 3 = 18), then add the 2 (18 + 2 = 20). Put that number over the original 3 and you've got yourself a mixed number. i hope it help =)

Can you explain percents

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A percent is value or part of a whole value . example 75.5 percent out of 100 percent

How many sixties are in 244?

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just divide 244 by 60
244/60=4.06666667 anyway you only need 2 decimal place so it would be 4.06
but 60 goes in 244 4 times with the decimal

Just divide it on a calculator and you get: 4.06666667

Find the value of the missing trigonometric ratio of each triangle? help me HURRY!!!

Answers

Answer:

The value of cosA = (√3)/2 and tanA = 1/√3 or (√3)/3.

Step-by-step explanation:

Firstly,youhavetofindthevalueofadjacentusingPythogoras'Theorem,a²=b²+c²:

Let a = 2, b = 1

2² = 1² + c²

c² = 2² - 1²

= 4 - 1

= 3

c = √3

NowwehavefoundtheadjacentsowecanfindcosAandtanAusingTrigonometricfunction,cosθ=adj./hypo.andtanθ=oppo./adj.:

adj. = √3

oppo. = 1

hypo. 2

cosA = (√3)/2

tanA = 1/√3 OR (√3)/3

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