Yes. We agree with that.
What is the question ?
If the question is to find the values of 'a' and 'b', then there's no answer. Or rather,
there are an infinite number of answers. This is the equation of a straight line graph,
and every point on the line is a solution to the equation.
If you expect to be able to find a single number for 'a' and a single number for 'b',
then you need another equation in addition to this one. You always need as many
separate equations as the number of "unknown" things you're trying to find.
If the question is to re-arrange this equation to solve it for 'a' or 'b', we can show you
how to do that. We'll do one of them, and let you do the other one.
-24a - 36b = 90
We'll 'solve' this equation for 'a'. We're not changing anything.
We're just making it look different.
Add 24a to each side of the equation:
-36b = 90 + 24a
Subtract 90 from each side:
-36b - 90 = 24a
Divide each side by 24:
-(36/24)b - (90/24) = a
a = -1.5b - 3.75
The answer to 24a-22-4 times 1-6a equals 518.
9a2=24a-16 9a2-24a+16=0 (3a-4)(3a-4)=0 3a-4=0 a=4/3 double root
Since you have A on both sides of the equation, 2A = 24A, A must be 0, though it is more likely that you're missing a term from one side of the equation.
If you mean: 5a2+24a-5 then it is (5a-1)(a+5) when factored
24a + b2 + 3a + 2b2= 27a + 3b2
-15+24a-1.6(2a)
The answer to 24a-22-4 times 1-6a equals 518.
9a2=24a-16 9a2-24a+16=0 (3a-4)(3a-4)=0 3a-4=0 a=4/3 double root
7x - 8a = 3x + 24a First, add 8a to both sides: 7x = 3x + 24a + 8a Now subtract 3x from both sides to get all x terms on one side: 7x - 3x = 24a + 8a Simplify... 4x = 32a And divide both sides by 4: x = 32a / 4 = 8a x = 8a
9a2 equal 24a minus 16
24a 3b and 36ab 2
standard detuction worksheet/line 24a ”
24 cannot be refilled but 24a can
Since you have A on both sides of the equation, 2A = 24A, A must be 0, though it is more likely that you're missing a term from one side of the equation.
If you mean: 5a2+24a-5 then it is (5a-1)(a+5) when factored
No.
24a + b2 + 3a + 2b2= 27a + 3b2