Jose wants to find the perimeter of triangle ABC. He uses the distance formula to determine the length of AC. Finish Jose’s calculations to find the length of AC.What is the perimeter of triangle ABC? Round the answer to the nearest tenth, if necessary.

12.0 units
12.4 units
15.0 units
15.4 units
Jose wants to find the perimeter of triangle ABC. He - 1

Answers

Answer 1
Answer: AC = √ (-5)² + (4)²
AC = √ 25 + 16
AC = √41
AC = 6.40  This is the measure of the hypotenuse.

long leg = 5      distance from -2 to +3 (x - axis)
short leg = 4     distance from 2 to 6 (y - axis)

perimeter = 6.4 + 5 + 4 = 15.4 units

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The piggy bank contains 16 dimes, 8 nickels, and 12 quarters. This morning you removed 3 dimes and 5 nickels.Which expression correctly shows the amount remaining in the piggy bank?

Answers

16•0.10= 1.60$
8•0.05= 0.40¢
12•0.25= 3.00$

1.60$+0.40¢+3.00$= 5.00$

3•0.10= 0.30¢
5•0.05= 0.25¢

0.30¢+0.25¢= 0.55¢

5.00$-0.55¢= 4.45$

4.45$ is left in the piggy bank.

Work out the area of a parallelogram of base 10cm and height 7cm.

Answers

10*7=70cm2 so 70cm2 is the answer hope it helps

What is the answer M divided by 3+5=2

Answers

Solve for M by simplifying both sides of the equation, then isolating the variable.M=9

A team gets3 points for each match it wins
1 point for each match it draws
and 0 points for each match it loses
Jill's team has played 40 matches.
Jill's team has drawn 16 matches.
Jill's team has got a total of 55 points.
How many matches has Jill's team lost?

Answers

Answer:

Jill's team lost 11 matches.

Step-by-step explanation:

Jill's team drawn matches = 16

Points earned for the matches drawn = 16

Total points earned = 55

Therefore, points earned by winning the matches = 55 - 16 = 39

Total matches won by Jill's team = \frac{\text{Points earned by winning the matches}}{\text{Points earned by winning one match}}

                                                       = (39)/(3)

                                                       = 13

Total matches won + matches drawn = 16 + 13 = 29

Matches lost by the team = 40 - 29 = 11

Therefore, Jill's team lost 11 matches.

Final answer:

Jill's team has lost 11 matches. This was calculated by subtracting the matches drawn and matches won from the total matches played.

Explanation:

To answer this mathematics question, we first need to know how many points Jill's team has earned from the matches they've drawn. Since each draw earns 1 point and Jill's team has drawn 16 matches, they've earned 16 points from draws. They have a total of 55 points, and if we subtract the 16 from draws, that leaves us 39 points earned from wins. Since a win is worth 3 points, we can calculate the number of matches won by dividing 39 by 3, giving us 13 matches won. As the team has played a total of 40 matches (16 drawn + 13 won), the team has lost the remainder. So, subtract the 29 matches won or drawn from the total 40 to get 11. Therefore, Jill's team has lost 11 matches.

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What is the slope of (12, -18), (11,12)

Answers

Answer: -30

Step-by-step explanation:

    We can use the given formula to find the slope. This finds the change in y over the change in x.

         \displaystyle (y_(2) -y_(1) )/(x_(2) -x_(1) ) =(12--18)/(11-12) =(30)/(-1) =-30

(URGENT) WILL GIVE BRAINIESTIn Exercises 5−7, use your new conjectures to arrange the unknown measures in order from greatest to least.

Answers

Answer:

5. a,c,b

6. a,b,c

7. v,z,y,w,x

Step-by-step explanation:

5. Given are the measure of sides as 28,17 and 15. The corresponding angles are 'a', 'c' and 'b'.

Using the conjecture: The angle opposite to the greatest side is largest.

Thus for the sides  28,17 and 15. The corresponding angles 'a', 'c' and 'b' are in order from greatest to least.

6. Given are the angles 30, 72 and 75( angles of an isosceles triangle).

Using the conjecture: The angle opposite to the greatest side is largest.

We observe

'a' is corresponding to angle 75°

'b' is corresponding to angle 72° and

'c' is corresponding to angle 36°

Thus a,b,c are the order from greatest to least.

7. Given

'v' is corresponding to angle 122° [180-(30+28)]

'w' is corresponding to angle 42°

'x' is corresponding to angle 34°

'y' is included in three dimensional angle

'z' is included in three dimensional angle

Such that z>y

Thus the order from greatest to least is v,z,y,w,x