Let a, b be any two real numbers and a*b=a.b/3 then (7*3)*9= ?
A, 21
B, 63
C, 27
D, 33
Answers
Answered by
2
a and b be any two real numbers such that a*b = a.b/3
we have to find the value of (7*3)*9 = ?
first find 7*3
from question, a*b = a.b/3
so, 7*3 = 7.3/3 = 7
now, (7*3)*9 = 7*9
again, 7*9 = 7.9/3 [ from question ]
= 7.3 = 21
hence , (7*3)*9 = 21
therefore, option (A) is correct.
we have to find the value of (7*3)*9 = ?
first find 7*3
from question, a*b = a.b/3
so, 7*3 = 7.3/3 = 7
now, (7*3)*9 = 7*9
again, 7*9 = 7.9/3 [ from question ]
= 7.3 = 21
hence , (7*3)*9 = 21
therefore, option (A) is correct.
Answered by
0
a and b be any two real numbers such that a*b = a.b/3
we have to find the value of (7*3)*9 = ?
first we will find 7*3
from question, a*b = a.b/3
so,
7*3 = 7.3/3 = 7
now, (7*3)*9 = 7*9
again, 7*9 = 7.9/3 [ from question ]
= 7.3 = 21
hence , (7*3)*9 = 21
therefore, option (A) is correct.
abhi178:
sorry, but your answrr is wring. it is based on relation and function question class 12th
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