Original Picture:
Width: 15 cm
Length: 16 cm
Enlarged Picture:
Width: unknown
Length: 48 cm
The new length is 48 cm, and the original length is 16 cm.
How many times larger is the new length than the old length?
We divide 48 by 16 to get 48/16 = 3
The new length is 3 times larger than the original length.
This means that the new width will also be 3 times the original width.
Original width: 15 cm
New width: 3 * 15 cm = 45 cm
Answer: 45 cm
Hope It would Help you
Answer:
37.84 years
Step-by-step explanation:
We apply the compound interest formula;
A = P(1+r)^n
In this case we have;
A = 11,900
P = 1,200
r = 6.25% p.a
We substitute these values into the above equation and solve for n, the number of years required.
11900 = 1200(1.0625)^n
9.91667 = 1.0625^n
n = 37.84 years
Answer:
4.6 and 2.4
Step-by-step explanation:
each small tick mark represents 0.1 so you start at 3 and you count the tick marks until you are 16 tick marks away from 3 and thats your answer.
315/356 = about 0.88 or 88%. <span>
64/144= about .044 or 44%
</span><span>They will not have equal opportunity to get the math class they requested, if both percents were equal, it would be fair. For honors students, 88% of them will get the class they requested, but for non honors students it's 44%.</span>
