Of the 25 sheep in the flock 34% are white.what is the total number of white sheep in the flock

Answers

Answer 1
Answer: Convert 34% into decimal - 0.34

Multiply 25 by 0.34 which is 8.5

Since you can’t have half a sheep, 8 is the total number of white sheep.

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1) Find the x and y intercept of the line.-10x+5y=40a x intercept is 5, y intercept is -10b x intercept is 8, y intercept is -4c x intercept is -10, y intercept is -5d x intercept is -4, y intercept is 8Thank you!

Please help! Just need an expression.

Answers

Answer:

Best i can do is (4x)+28.4+17 X 2


How do I find x if 37-91+3x=42

Answers

add 91 to the other side to cancel it out-
37-91+3x=42
    +91      +91
____________
37+3x=133

subtract 37 from the other side to cancel it out
37+3x=133
-37       -37
_________
3x=96

then divide 96 by 3 to get x by itself
3x=96
3     3

once you get x alone it should equal 32
x=32

Find five and two-eighths plus three and six/eighths.Write in words in simplest form.

Answers

yes the answer is 3.5
the answer is *three point five*

Please helpUse p(x)=x^2+4x+9. Find a polynomial r(x) such that p(x)+r(x)=2x^2-6x+14.

Find a polynomial s(x) such that p(x)+s(x)=2x^2+14

Find a polynomial t(x) such that p(x) + t(x) has degree 2 and p(x) * t(x) has degree 3.

Answers

Okay if you really want it simple, the answer for part C is many solutions for both such that a has a degree of 3 for p(x)•t(x) and a also has a degree of 2 for p(x)+t(x). And it a does not equal zero. I listed two examples on there. Please take a look and let me know if you have questions

an amusement park sells child and adult tickets at a ratio of 8:1 on saturday they sold 192 child tickets. how many tickets did the amusement park sell on saturday?

Answers

Answer:

216 total tickets

Step-by-step explanation:

192/8 since the ratio is 8:1 we get 24 adult tickets and 192+24=216 total tickets

Solve for x. 4x−4<8 AND9x+5>23

Answers

The solution for 4x - 4  <  8  is  x < 3

The solution for 9x + 5 > 23 is x > 2

The given inequality is:

4x  -  4   <  8

Add 4 to both sides

4x  -  4  +  4   <  8  +  4

4x    <   12

Divide both sides by 4

(4x)/(4) < (12)/(4) \nx < 3

The second inequality is:

9x  +  5  >  23

Subtract 5 from both sides of the inequality

9x  +  5  -  5   >  23  -  5

9x   >   18

Divide both sides by 9

(9x)/(9)  >  (18)/(9)\nx  >  2

The solution for 4x - 4  <  8  is  x < 3

The solution for 9x + 5 > 23 is x > 2

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