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sergij07 [2.7K]
4 years ago
10

What is the ratio equal for 90:18

Mathematics
2 answers:
inessss [21]4 years ago
7 0
U have to think what numbers go into both those numbers
the biggest number that will go in 
9 goes into 90 and 18 
it goes to 90 ten times 
and into 18 twice 
so the ratio in its simplest form it 10:2 
Ann [662]4 years ago
4 0
To find the ratio between 2 numbers, you need to find the GCF of those 2 numbers. If the GCF is the ratio, the ratio is in it's simplest form.
GCF of 90 and 18 is 18
divide both numbers by the GCF and the final simplest ratio is 5:1
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Answer:

Part a) 21.9\%

Part b) 82.03\%

Step-by-step explanation:

we know that

The original area of rectangle is equal to

A=(14)(9.5)\ cm^{2}

so

if  the length is increased by 6% and the width is by 15%

then

the new area is equal to

A=[1.06(14)][1.15(9.5)]\ cm^{2}

A=(1.06*1.15)(14)(9.5)\ cm^{2}

A=(1.219)(14)(9.5)\ cm^{2}

The new area is (1.219) times the original area

Part a) Calculate the percentage change in area of the rectangle

1.219-1=0.219

convert to percentage

0.219*100=21.9\%

Part b) what is the original area as a percentage of the increased area of the rectangle?

Divide the original area by the increased area

\frac{(14)(9.5)}{(1.219)(14)(9.5)} =\frac{1}{1.219} \\ \\=0.8203

Convert to percentage

0.8203*100=82.03\%

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