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yanalaym [24]
2 years ago
13

What is the product of (x − 7)(2x² – 5x - 3 + 3)?

Mathematics
1 answer:
butalik [34]2 years ago
3 0

Answer:

2x³-5x-14x²+35

Step-by-step explanation:

this is the simplified version/answer

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Three rock samples have masses of 74.05 grams, 9.72 grams, and 45.49 grams. A scientist estimates the tatal mass of the samples
NeX [460]

The lists he would add would be C because 74.05 rounds to 74, 9.72 rounds to 10 and 45.49 rounds to 45 because it is closer to 45 than 46.

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This year, Martin's income is 1/4 greater than his income from last year.
Ira Lisetskai [31]

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C 5/4 s

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Answer choices are 36, 9, 6, 12
azamat

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12

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3 years ago
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Given the following information, calculate the perimeter of triangle RST. Assume triangle RZX is similar to triangle RST.
ikadub [295]

Check the picture below.

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1 year ago
Jamie recently drove to visit her parents who live 510 miles away. On her way there her average speed was 25 miles per hour fast
tino4ka555 [31]

Answer:

       Average speed in mph with which he goes to parent's place = 75 mph

       Average speed with he comes back = 50 mph

Explanation:

  Distance between Jamie's house and parent's house = 510 miles.

  Let u be the average speed in mph with which he goes to their place.

  We have the average speed of coming back = (u -25) mph

  Total time of journey considering both ways = 17 hours.

  Time taken to go their home = 510/u hours

  Time taken for coming back = 510/(u-25) hours

  So total time = \frac{510}{u} +\frac{510}{u-25}

 Equating both times we have

       \frac{510}{u} +\frac{510}{u-25}=17\\ \\ 510u-12750+510u=17u^2-425u\\ \\ 17u^2-1445u+12750=0\\ \\ u^2-85u+750=0\\ \\ (u-75)(u-10)=0

  u = 75 mph or u =10 mph

If the average speed in mph with which he goes to their place = 75 mph, average speed with he comes back = 75-25 = 50 mph

If the average speed in mph with which he goes to their place = 75 mph, average speed with he comes back = 10-25 = -15 mph(Not possible)

So,  Average speed in mph with which he goes to parent's place = 75 mph

       Average speed with he comes back = 50 mph

5 0
3 years ago
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