Answer:
41.15
Step-by-step explanation:
41.15
Answer:
The answer is 5X+16
Step-by-step explanation:
The formula for perimeter of a triangle is a+b+c.
meaning we are adding up everything.
That is
(x)+(x+11)+(3x+5).
collect like terms.
and u end up getting
5x+16
9514 1404 393
Answer:
- angle SVR = 30°
- angle PVR = 90°
- angle SVQ = 60°
- angle SVP = 120°
- angle RVQ = 30°
Step-by-step explanation:
As with finding distances on a number line, the easiest way is to subtract the smaller coordinate from the larger. Here, the "number line" is the arc at the edge of the protractor. The corresponding coordinates are ...
S: 40°
R: 70°
Q: 100°
P: 160°
The measure of an angle with its vertex at V will be the difference between the "coordinates" of the endpoints of the arc it intercepts. That is ...
m∠SVR = "R" - "S" = 70° -40° = 30°
The other angles are found the same way:
m∠PVR = 160° -70° = 90°
m∠SVQ = 100° -40° = 60°
m∠SVP = 160° -40° = 120°
m∠RVQ = 100° -70° = 30°
Joyce and Tina had an equal amount of money
Lets x = # of days they spent money
Joyce spent $24 still had $64 left = 24x + 64
Tina spent $28 a day and spent all her money, no left = 28x
Both has equal amount of money so
28x = 24x + 64
Subtract 24x from both sides
4x = 64
Divide both sides by 4
x = 16
Answer:
Tina spent all her money in 16 days.
Answer:
The first one and the last one.
Step-by-step explanation:
Explanation:
Because the two pyramids are similar, their corresponding faces are also similar.
So, the hexagonal bases are similar, and the following relationships exist:
perimeter of larger base = k • perimeter of smaller base
area of larger base = k2 • area of smaller base
We know that the height of the larger pyramid is 6 times the height of the smaller pyramid. This implies that the scale factor, k, from the smaller pyramid to the larger pyramid is 6.
So, the perimeter of the larger pyramid’s base is 6 times the perimeter of the smaller pyramid’s base. Also, the area of the larger pyramid’s base is k2 = 62 = 36 times the area of the smaller pyramid’s base.
