Give an ordered pair?

Question

Give an ordered pair (a,b) of numbers that satisfy the equation.

6a=b=8

Answer 1

(a, b) = (4/3, 8)

We already know from the second equality that b must equal 8, and we know therefore that 6a=8 and so a=8/6=4/3. Now if, for some reason, you actually meant to type 6a+b=8, then the solutions will be completely different. (1, 2) satisfies 6a+b=8 since 6*1 + 2 = 8. Assuming you meant 6a+b=8, you may find an ordered pair by choosing a arbitrarily and then solving for b.

Answer 2

Given b=8, so the second number in the ordered pair is 8. Now, have 6a=8. Solve for a: a=8/6. Simplify this to a=4/3.

(a,b) = (4/3,8)

Answer 3

6a=b=8 means 6a=8 and b=8.
So b= 8. We know that 6a=b or 6a=8 so a=8/6=4/3.
(a,b)=(4/3,8)

Answer 4

in truth in a non-ordered pair it is not proper what order the climate are considered in. case in point, with letters, (a, b) and (b, a) are 2 distinctive ordered pairs, yet they are an identical unordered pair (as a results of fact order does not count). you will be able to make 26*25 = 650 ordered pairs out of letters; for all the 26 letters you may %. first, there are 25 opportunities for the 2d selection. yet considering that this technique of choosing gets you (g, y) and (y, g) case in point as separate ordered pairs, the genuine form of UNordered pairs is 26*25/2 = 325. EDITED to characteristic: specific, you may desire to upload 26 for the unordered pairs of the style (x, x). New entire: 351

Answer 5

Looks impossible. If it was, b=8, and no number and 6 can multiply to 8.

Answer 6

6a + b = 8

(0,8)
(1,2)

Answer 7

hey six
be eight

Answer 8

its (4/3,8)