Question

A.) Both are rational.
B.) Both are irrational.
C.)A is rational, but B is irrational.
D.) A is irrational, but B is rational.

Answer 1

Given the two expressions shown below:
\[\sqrt{4}+\sqrt{25}\]
\[\sqrt{4}+\sqrt{2}\]
Which statement best describes the two expressions?

Answer 2

@GracieBugg @rational @TylerD

Answer 3

@PRAETORIAN.10

Answer 4

\[\sqrt{4}+\sqrt{25} = 2 + 5 = 7\]

Is \(7\) rational ?

Answer 5

is @rational being rational about 7?

Answer 6

no?

Answer 7

lol
\[\large 7 = \dfrac{7}{1}\]

now does it look rational ?

Answer 8

rational number is a number which can be expressed as ratio of two integers

Answer 9

All integers are rational because you can express them as ratio of two integers by simply putting \(1\) in the denominator

Answer 10

so that means its c?

Answer 11

Yes! A is rational and B is irrational

Answer 12

yay thank you for helping!!!(:

Answer 13

yw