**What Are The Values Of A And B**. A = a ^ b assigns the value 4 ^ 2 to a (now 6). So on dividing 1810 by seven will get answered us to 58 0.57 so we can round this off too.

For what values of a and b, the following system of linear equations have an infinite number of solutions 2 x + 3 y = 7 ( a − b ) x + ( a + b ) y = 3 a + b − 2 Checking whether the value of b = 1 satisfies eq 2. B = a ^ b assigns the value 6 ^ 2 to b (now 4).

### P (3) = A(3)3 − 4B(3)2 +(3) − 4 = 5.

This needs to be true for ∀ x ∈ r. If you really wanted someone to answer this question for you, you definitely need a tutor. 👉 learn how to determine the differentiability of a function.

### You Can Use This Method For Only Integer (Whole Number) Values.

27a − 36b = 6. A = a ^ b assigns the value 4 ^ 2 to a (now 6). A function is said to be differentiable if the derivative exists at each point in its domain.

### B+B=2B) So The Sum Of ‘A’ And ‘B’ Will Be ‘A+B'

So on dividing 1810 by seven will get answered us to 58 0.57 so we can round this off too. Using x 4, x 3, x 2, this leads to a = 3, b = 4, c = 5. (ii), we get 3b + b = 4 ⇒ 4b = 4 ⇒ b = 1 put the value of.

### Here's The Most Basic Method.

If x = 3, then the remainder is 5. Using the remainder theorem we can say that : A = a ^ b assign the value 6 ^ 4 to a (now 2).

### For What Values Of A And B, The Following System Of Linear Equations Have An Infinite Number Of Solutions 2 X + 3 Y = 7 ( A − B ) X + ( A + B ) Y = 3 A + B − 2

B = a ^ b assigns the value 6 ^ 2 to b (now 4). Could someone show me the workings, not just the answer? (i i) now, put the value of 'a' from eq (i) in eq.