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Nostrana [21]
1 year ago
9

Help I don't understand i asked 4 tutors and they couldn't help me

Mathematics
1 answer:
LiRa [457]1 year ago
5 0

let the equal length be L

m is the number of month for their lengths to be equal, let y =length of anarconda, x = length of python

For Anarconda; L =y +1.27m = 5.23+1.27m

For Python ; L = x + 2.04m = 4.76 + 2.04m

1a) The problem statement is that we need to find the number of months it will take for both snakes to be equal in length

1b) since the lengths should be equal after a particular number of months the general equation is

Length of snake + (increase in length per month) x number of months for both snakes to be of equal length

1c) The verbal expression of the length hand side is

The length of the anarconda plus the additional length per month times the number of months taken for their lengths to be equal

The variable expression of the length hand side is

y + 1.27m or 5.25 + 1.27m

1d)For the right hand side

the verbal expression of the lengths is

The length of the python plus the additional length per month times the number of months taken for their lengths to be equal

The variable expression is

x +2.04m or 4.76+2.04m

1e) 5.23(meters) + 1.27(metres) x m(months) = 4.76(metres) + 2.04(metres) x m(months)

m = number of months for their lengths to be equal

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Hello

I believe there is an error in the question

we have two equations and need to find x and y

(1) \dfrac{1}{4}x+\dfrac{1}{2}y=\dfrac{5}{8}\\(2) \dfrac{3}{4}x-\dfrac{1}{2}y=3\dfrac{3}{8}

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and then from the first equation

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four rolled-up dollar bills seeming to grow out of dirt, with a miniature rake lying in between them

SIMPLE ONE-TIME INTEREST

I

=

P

0

r

A

=

P

0

+

I

=

P

0

+

P

0

r

=

P

0

(

1

+

r

)

I is the interest

A is the end amount: principal plus interest

P

0

is the principal (starting amount)

r is the interest rate (in decimal form. Example: 5% = 0.05)

EXAMPLES

A friend asks to borrow $300 and agrees to repay it in 30 days with 3% interest. How much interest will you earn?

Show Solution

The following video works through this example in detail.

One-time simple interest is only common for extremely short-term loans. For longer term loans, it is common for interest to be paid on a daily, monthly, quarterly, or annual basis. In that case, interest would be earned regularly.

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EXERCISES

Suppose your city is building a new park, and issues bonds to raise the money to build it. You obtain a $1,000 bond that pays 5% interest annually that matures in 5 years. How much interest will you earn?

Show Solution

Further explanation about solving this example can be seen here.

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