find the value of a and b for following :
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(15)^a × (15)^b = 15^7
(15)^(a+b) =15^7
compare
a+b = 7
As a -b = 1
Add
2a = 8
a= 4
put a= 4 in a-b = 1
b= a-1 = 4-1 = 3
2) (9)^2a × (3)^2b = (9)^6
(9)^2a × (9)^b = (9)^6
(9)^(2a +b)= (9)^6
2a +b = 6
a- b = 3
add
3a = 9
a= 3..
put in a-b = 3
b= a -3 = 3-3=0
(15)^(a+b) =15^7
compare
a+b = 7
As a -b = 1
Add
2a = 8
a= 4
put a= 4 in a-b = 1
b= a-1 = 4-1 = 3
2) (9)^2a × (3)^2b = (9)^6
(9)^2a × (9)^b = (9)^6
(9)^(2a +b)= (9)^6
2a +b = 6
a- b = 3
add
3a = 9
a= 3..
put in a-b = 3
b= a -3 = 3-3=0
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