If a:b=2:3,b:c=4:5and c:d=6:7,then a:b:c:d is
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Hello Friend,
The answer to your question is below:
Given that:
a:b=2:3
b:c= 4:5
c:d=6:7
Continuing in the pics.
See the two pics.
If you can't view two pics, view it In the browser.
Hope my answer helps you.
The answer to your question is below:
Given that:
a:b=2:3
b:c= 4:5
c:d=6:7
Continuing in the pics.
See the two pics.
If you can't view two pics, view it In the browser.
Hope my answer helps you.
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Answered by
0
Let a = 2x
b = 3x.
Similarly,
b = 4y
c = 5y
c = 6z
d= 7z
From the above data, we can interpret that :
3x = 4y and 5y = 3z
Therefore,
y = [tex] \frac{3x}{4} and z = 5y/3 = [/tex]
Therefore,
z = (5 * 3x/4)/ 3
z = 5x/4
Now,
a = 2x
b = 3x
c = 5y = 15x/4
d = 7z = 35x/4
a : b : c : d
= 2x : 3x : 15x/4 : 35x/4
= 8 : 12 : 15 : 35
Hopefully this helps you.
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b = 3x.
Similarly,
b = 4y
c = 5y
c = 6z
d= 7z
From the above data, we can interpret that :
3x = 4y and 5y = 3z
Therefore,
y = [tex] \frac{3x}{4} and z = 5y/3 = [/tex]
Therefore,
z = (5 * 3x/4)/ 3
z = 5x/4
Now,
a = 2x
b = 3x
c = 5y = 15x/4
d = 7z = 35x/4
a : b : c : d
= 2x : 3x : 15x/4 : 35x/4
= 8 : 12 : 15 : 35
Hopefully this helps you.
Please Mark As Brainliest
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