The table has a set of equations that have arithmetic operations between rational and irrational numbers. complete the table to find the sum. then indicate whether the sum is rational or irrational.

Step-by-step explanation:

According to given equation

A = ; can be simplified to 4.

Sum : =

4 is a rational number and is also a rational number.

Sum of two rational number is always a rational number.

Therefore, is a rational number.

B = π+24 ; π is an irrational and 24 is a rational number.

Sum of an irrational and a rational is always a rational number.

Therefore, π+24 is an irrational number.

Sum = π+24

C = ; can be simplified to 2.

2 is a rational number and 5 is also a rational number.

Sum = 2+5=7

Sum of two rational number is always a rational number.

Therefore,   is a rational number.

D = +π ; π is an irrational and is also an  irrational number.

Sum = +π

Sum of two irrational number is always an irrational number.

Therefore, +π is an irrational number.

E=; can be simplified to 6 and can be simplified to 3.

6 is a rational number and 3 is also a rational number.

Sum = 6+3=9.

Sum of two rational number is always a rational number.

Therefore, is a rational number.

F = ; \frac{3}{4} is a rational number and \sqrt{27} an irrational number.

Sum =

Sum of an irrational and a rational is always a rational number.

Therefore, is an irrational number.

answer: -1

step-by-step explanation: