find the value of a and b if 7+3 root 5 /3+ root 5 -7 - 3 root 5 /3-5 = a + root b
abhi178:
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Answered by
0
21+3√5+3√5-21-3√5-1
__________________ =. a+√b
3
3√5-15=. 3a+3√b
a= -5
b. = 5
__________________ =. a+√b
3
3√5-15=. 3a+3√b
a= -5
b. = 5
Answered by
3
( 7 +3√5)/(3+√5) -(7 -3√5)/(3-5) = a +√b
(7 +3√5)(3-√5)/(3+√5)(3-√5) +(7-3√5)/2 =a +√b
(21-7√5+9√5-15)/(9-5) +( 7-3√5)/2 = a +√b
(6 +2√5)/4 +( 7-3√5)/2 = a +√b
(3+√5)/2 +(7 -3√5)/2 = a +√b
(3+7 +√5-3√5)/2 = a +√b
5 -√5 = a + √b
a = 5
b = 5 { but this is not possible due to
√b ≠ -√5 }
(7 +3√5)(3-√5)/(3+√5)(3-√5) +(7-3√5)/2 =a +√b
(21-7√5+9√5-15)/(9-5) +( 7-3√5)/2 = a +√b
(6 +2√5)/4 +( 7-3√5)/2 = a +√b
(3+√5)/2 +(7 -3√5)/2 = a +√b
(3+7 +√5-3√5)/2 = a +√b
5 -√5 = a + √b
a = 5
b = 5 { but this is not possible due to
√b ≠ -√5 }
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