Find two numbers such that their mean proportional is 12
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√ab=12
So , ab=144
a,b = 4,36
So ,for instance 4,36 has a mean proportional 12 .
You can find many more......
3,48 are also numbers which have mean proprtional 12
hope helped !
Mark it as brainliest if helped the most !
#Theaffinity
So , ab=144
a,b = 4,36
So ,for instance 4,36 has a mean proportional 12 .
You can find many more......
3,48 are also numbers which have mean proprtional 12
hope helped !
Mark it as brainliest if helped the most !
#Theaffinity
Answered by
0
Let those no. be x and y
x : 12 :: 12 : y
PRODUCT OF MEANS = PRODUCT OF EXTREMES
12 × 12 = xy
144 = xy
NOW YOU CAN SUPPOSE x and y to be any 2 no. whose product is 144.
Example - 2 × 74
= 3 × 48
= 4 × 36
= 9 × 16............ etc.
Then no. will be 2 & 74, 3 & 48, 4&36 , 9 & 16
THEN RATIOS WILL BE
2:12 :: 12 : 74
3:12 :: 12 : 48
4:12 :: 12: 36
9:12 :: 12:16
>>>>>>>>>>>>>>
HOPE IT HELPS :):):):):):):);:)
x : 12 :: 12 : y
PRODUCT OF MEANS = PRODUCT OF EXTREMES
12 × 12 = xy
144 = xy
NOW YOU CAN SUPPOSE x and y to be any 2 no. whose product is 144.
Example - 2 × 74
= 3 × 48
= 4 × 36
= 9 × 16............ etc.
Then no. will be 2 & 74, 3 & 48, 4&36 , 9 & 16
THEN RATIOS WILL BE
2:12 :: 12 : 74
3:12 :: 12 : 48
4:12 :: 12: 36
9:12 :: 12:16
>>>>>>>>>>>>>>
HOPE IT HELPS :):):):):):):);:)
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