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user100 [1]
4 years ago
11

literal equations write formula that describes how much Denise spends at the books sale b equals the cost of each book n equals

number of books she buys T equals total cost of attending the books sale
Mathematics
2 answers:
stealth61 [152]4 years ago
8 0

Answer:

3n

Step-by-step explanation:

igomit [66]4 years ago
6 0

So, the answer is b multiplied by n or

b·n


Because she buys n books, and each book costs b dollars, so n·b gives you the total

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2580 feet

Step-by-step explanation:

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1.)Find the unit rate.Describe in sentence.800 f in 40 min
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10. WHAT is any trapezoid. A straight line
Svetradugi [14.3K]

(a) ET = 18 and WE = 12

(b) FA = 16/3

     HF = 8/3

     ET = 8

     WE = 4

<u>Explanation:</u>

WT = 30 ( WE + ET = 30)

WE = 30 - ET

2FA = 3HF

FA = 3/2HF

WE =?, ET = ?

Line WH, EF and TA are parallel to each other.

(a)

ΔWTA and ΔWHA are congruent to each other

Therefore, by congruency

                                                 \frac{WE}{ET} = \frac{HF}{FA}

So,

30 - ET/ ET = HF / 3/2HF

30 - ET / ET = 2HF / 3HF

30 - ET / ET  = 2/3

On solving the above equation we get, ET = 18

WE = 30 - ET

WE = 30 - 18 = 12

Therefore, ET = 18 and WE = 12

(b)

HA = 8 ( HF + FA = 8)

HF = 8 - FA

WT = 12 ( WE + ET = 12 )

WE = 12 - ET

GA = 2WG

HF, WA, WE, ET = ?

ΔWHA and ΔGFA are congruent

So,

\frac{HF}{FA} = \frac{WG}{GA}

8 - FA / FA = WG / 2 WG

On solving the above equation we get,

FA = 16/3

HF + FA = 8

HF + 16/3 = 8

HF = 8/3

ΔWTA and ΔWEG are congruent

So,

\frac{WE}{ET} = \frac{WG}{GA}

12 - ET / ET =  WG / 2WG

On solving the above equation, ET = 8

WE = 12 - ET

WE = 12 - 8

WE = 4

Therefore, FA = 16/3

                  HF = 8/3

                  ET = 8

                  WE = 4

7 0
3 years ago
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