solve the following simultaneous equation 3a+5b=26; a+5b=22
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Answered by
12
3a + 5b = 26 --------------- 1.
a + 5b = 22 - - - - - - - - - - 2.
On solving equation 1 and 2 we get
2a = 4.
a = 2.
Now on putting the value of a in 2nd equation.
We get,
5b = 22-2
b = 20/5
b = 4.
So the value of a = 2 and b =4.
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a + 5b = 22 - - - - - - - - - - 2.
On solving equation 1 and 2 we get
2a = 4.
a = 2.
Now on putting the value of a in 2nd equation.
We get,
5b = 22-2
b = 20/5
b = 4.
So the value of a = 2 and b =4.
Plzzz mark it as brainliest
Answered by
6
3a + 5b = 26 ------(1)
a+5b=22--------(2)
3a = 26-5b
a = (26 -5b)/3
now putting the value of" a "in equation (2) we get ,
(26 -5b)/3 + 5b = 22
[(26 -5b)+15b]/3 = 22
26+10b = 66
10b = 40
b = 4
now putting the value of the in equation (2) we get ,
a +5×4 = 22
a = 22-20
a = 2
hope it may help to you please mark me as brainlist
a+5b=22--------(2)
3a = 26-5b
a = (26 -5b)/3
now putting the value of" a "in equation (2) we get ,
(26 -5b)/3 + 5b = 22
[(26 -5b)+15b]/3 = 22
26+10b = 66
10b = 40
b = 4
now putting the value of the in equation (2) we get ,
a +5×4 = 22
a = 22-20
a = 2
hope it may help to you please mark me as brainlist
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