The values of the variables A, B and C are; A = √26; B = (24/676)√26; C = √104 and C + A x B = 11.12
We have;
AXA+ 1 = 27
Thus, multiplying out gives;
A² + 1 = 27
A² = 27 - 1
A² = 26 -----(1)
Also;
B X AxAxA = 24
Thus;
B * A * A² = 24
AB = 24/26 -----(2)
BxAxCxC = 96
Thus;
(24/26)C² = 96
C² = (96 * 26)/24
C² = 104
C = √104
Since A² = 26, then A = √26
Thus, in equation 2;
B√26 = 24/26
Divide both sides by √26 and rationalize denominator to get;
B = (24√26)/26²
Thus; B = (24/676)√26
C + A x B = √104 + 24/26
C + A x B = 11.12
The correct question is;
AXA+ 1 = 27
B X AxAxA = 24
B x A x C x C=96
C + A x B = ?
Read more about Multiplication Operation at; https://brainly.com/question/10873737
#SPJ1
