0
Want this question answered?
Be notified when an answer is posted
Add your answer:
Earn +20 pts
What is the square root of 132?
11.4891253
Square root of 132?
± 11.489125
What 2 numbers multiplied equal 64 but add upto -28?
The numbers are: (-14 + the square root 132) and (-14 - the square root of 132)
What number multiplied by itself gives 132?
the square root of 132, roughly 11.489125
What is the simplest radical form of the square root of 132?
66
What is the square root of 17424?
It is 132
What is the square root of 132?
11.4891253
Square root of 132?
± 11.489125
What is the square root of 24X6 plus 132?
√144 = 12 + 132 = 144 √144 = -12 + 132 = 120
What 2 numbers multiplied equal 64 but add upto -28?
The numbers are: (-14 + the square root 132) and (-14 - the square root of 132)
What is the square root of 522720?
Almost exactly 723... Simplified, the square root of 522,720 is 132 times the square root of 30.
What number multiplied by itself gives 132?
the square root of 132, roughly 11.489125
What two consecutive whole numbers lies between the square root of 132?
11 and 12
What is the simplest radical form of the square root of 132?
66
What is the product of two consecutive integers that equals 132?
The product of two consecutive integers is 132. Find the two integers. They are: 11*12 = 132
What si the cubed root of 132.?
The cube root of 132 is about 5.09
What is the Estimate the square root of 184 by finding the consecutive whole numbers it lies between?
132 = 169 < 184 < 196 = 142 So 13 < √184 < 14 So estimating from consecutive whole numbers would give the answer "13 and a bit". But you can do better than that by interpolating. The square-root function is, obviously, not linear but you will not go too far wrong between consecutive integers (unless you are dealing with very small number). 184 is (184-169)/(196-169) = 15/27 of the distance between 132 and 142 so the square root is approx 15/27 = 5/9 of the way from 13 to 14 ie 13+5/9 = 13.555... recurring. In fact, the correct value is approx 13.5647 so the estimate is accurate to 2 decimal places.
