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What is the rational expression of the quotient 4a plus b and 2a - 5b?

The expression is: (4a+b)/(2a-5b)


If a 2 and b 3 find the value of 4a - 2b?

To find the value of (4a - 2b) given (a = 2) and (b = 3), we first substitute the values into the expression. Calculating: [ 4a - 2b = 4(2) - 2(3) = 8 - 6 = 2. ] Thus, the value of (4a - 2b) is 2.


How do you factor the expression a2 4a 4-b2?

(a - b + 2)(a + b + 2)


If 4a plus b 12 then a?

The question contains neither an expression nor an equation (or inequality). There can, therefore be no sensible answer.


What does ab over b divided by 4a over 5b equal?

(ab/b) / (4a/5b) =(ab / b) * (5b / 4a) = (5ab2 / 4ab)= 5 / (4b)


What is b- 5 answer?

In algebra, the expression "b - 5" represents the subtraction of 5 from the variable b. This means you are taking away 5 units from the value of b. The result will depend on the specific value of b. For example, if b = 10, then b - 5 would equal 5.


What is 2b -5?

2b -5 = -3


4a plus 2 equals 3b-5?

The equation cannot be solved as there are two unknowns. However it can be simplified and the two unknowns (a and b) expressed in terms of the second unknown. 1) Expressing a in terms of b 4a + 2 = 3b - 5 4a = 3b -7 if desired this could be stated as a = (3b - 7)/4 2) Expressing b in terms of a 3b - 5 = 4a + 2 3b = 4a + 7 if desired this could be stated as b = (4a + 7)/3


What is five divided by the sum of a and b?

You can write that as 5 / (a + b), or as a fraction, with the 5 on top, and a + b at the bottom. The actual value of this expression will depend on the values of "a" and "b".


What is the value of the expression when a 5 and b 3?

To evaluate the expression with the values ( a = 5 ) and ( b = 3 ), you need to specify the expression itself. Without knowing the specific mathematical operation or formula involving ( a ) and ( b ), I can't provide a numerical answer. Please provide the expression you'd like evaluated.


If a=2 and b=3, what is the value of 4a^3b^2?

i d know


Find the area of a rectangle that has a base of 5 m and a height of 4a plus b m?

Area = base * height = 5*(4a + b) m2 = (20a + 5b) m2