Determine 4057
Determine the sum of the square roots of the number 12.
Correct answer:
s =
0
Step-by-step explanation:
a
1
=
1
2
=
2
3
≐
3
.
4
6
4
1
a
2
=
−
1
2
=
−
2
3
≐
−
3
.
4
6
4
1
s
=
a
1
+
a
2
=
3
.
4
6
4
1
+
(
−
3
.
4
6
4
1
)
=
0
Try another example
Did you find an error or inaccuracy? Feel free to
write us
. Thank you!
Text - write and change what you want:
Determine the sum of the square roots of the number 12.
Your e-mail:
Thank you for submitting an example text correction or rephasing. We will review the example in a short time and work on the publish it.
You need to know the following knowledge to solve this word math problem:
arithmetic
square root
addition
Grade of the word problem:
practice for 13 year olds
practice for 14 year olds
Related math problems and questions:
Determine 3888
Determine the sum of the three-third roots of the number 64.
Determine 3945
Determine the sum of the square roots of the number 25.
Determine 3885
Determine the sum of the square roots of 81.
Determine 3882
Determine the sum of the three square roots of 343.
Complex roots
Find the sum of the fourth square root of the number 16.
The product of the roots
Find the product and the sum of the roots of x² + 3x - 9 = 0
Quadratic equation
Determine the numbers b and c that the numbers x
1
= -7 and x
2
= 5 were roots of the quadratic equation: -3x ² + b x + c = 0
Math problems
19580
algebra
5829
arithmetic
4416
basic functions
6215
combinatorics
1029
geometry
3136
goniometry and trigonometry
591
numbers
6516
physical quantity
6648
planimetrics
3542
solid geometry
2330
statistics
836
themes, topics
3173
New math problems
Popular math problems
Harder math problems
The easiest word problems
Worksheets
Calculators
93
Language
en
cz
sk
Determine the sum of the three-third roots of the number 64.
Determine the sum of the square roots of the number 25.
Determine the sum of the square roots of 81.
Determine the sum of the three square roots of 343.
Find the product and the sum of the roots of x² + 3x - 9 = 0
Determine the numbers b and c that the numbers x1 = -7 and x2 = 5 were roots of the quadratic equation: -3x ² + b x + c = 0