if the unequal side of an isosceles triangle is 6cm long
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Given,
Unequal side = 6 cm.
Ratio of sides = 3:4:4.
Let the common ratio be x.
Then the ratio is 3x:4x:4x.
It is given that 3x = 6.
So, x = 6/3.
x = 2.
Now that we have found out the value of the common ratio we can find the equal sides by replacing the common ratio with its value.
So, 4x = 4(2) = 8.
Therefore, the measure of the length of the equal sides is 8 cm.
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Answer is 9 cmHope it helps.Thanx.
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saumysharan25:
Sorry answer is 8cm.
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