Question

0. Given that a = 3,
(i) find the value of (1) in terms of a,
815.05
(ii) find the value of a and of b if 326 - 5 x 3b = 14.

Answer 1

Answer:

Thanks man

Step-by-step explanation:

Let's simplify these step by step:

(i) To find the value of (1) in terms of a, you just need to substitute a = 3 into the expression. So, (1) = 815.05.

(ii) To find the values of a and b, we're given the equation 326 - 5 x 3b = 14. Let's solve it:

326 - 5 x 3b = 14

First, we'll solve for b:

-5 x 3b = 14 - 326

-15b = -312

b = -312 / -15

b = 20.8

Now, we know b = 20.8.

To find a, you just need to substitute it into the given equation a = 3. So, a = 3.

So, the values of a and b are a = 3 and b = 20.8.