Answer:
338 in
Step-by-step explanation:
If each of the measures shown is the measure from the vertex to the point of tangency, then that measure contributes twice to the perimeter (once for each leg from the vertex to a point of tangency).
2(22 in + 27 in + 22 in + 98 in) = 2(169 in) = 338 in
2 1/2
times this amount to make a shopping bag. How much fabric does Tara need to make the bag?
Answer:
amount of fabric to make the bag = 4 yards
Step-by-step explanation:
Tara has 1 3/5 yards of fabric . She needs extra 2 1/2 times the amount she have to make a shopping bag. The amount of fabric she needs to make the bag can be calculated as follows.
1 3/5 yards = 8/5 yards of fabrics
What she actually needs to make a shopping bag is two and half the amount she has . Mathematically, it can be express
2 1/2 × 8/5
Let us change 2 1/2 to improper fraction
amount of fabric to make the bag = 5/2 × 8/5
amount of fabric to make the bag = 40/10
amount of fabric to make the bag = 4 yards
12.5%
15%
20%
The percent error matching with its scenario :
1) 15%
2)20%
3)10%
4)12.5%
Here, from the given information we get:
the percent error are:
Leo = (11.5-10)/10 = 0.15
Candice = (13.2-12)/ 12 =0.1
Josie = (24-20)/20 = 0.2
Lenny = (18-16)/16 = 0.125
Now, we have,
For percentage, multiply each number by 100;
Leo = 15%
Candice = 10%
Josie = 20%
Lenny = 12.5%
To learn more on percentage click:
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Answer:
1) 15%
2)20%
3)10%
4)12.5%
Answer:
hope it helps mark as brainliest
Answer: 371 / y
Step-by-step explanation: 371 is the dividend and y is the divisor
Show Examples
=
The formula for the volume of a cylinder is V 7r²h, where r is the radius of the cylinder and his the
height of the cylinder. Rewrite the formula to solve for h in terms of r and V.
G
To solve for the height of a cylinder in terms of its radius and volume, rewrite the formula as h = V/(7r²).
To rewrite the formula to solve for h in terms of r and V, we need to isolate h on one side of the equation. The given formula is V = 7r²h. To isolate h, we divide both sides of the equation by 7r². This gives us the formula: h = V/(7r²). This formula allows us to calculate the height of a cylinder given its radius and volume.