Question

y is such that
4y - 7 ⩽ 3y and 3y ⩽ 5y + 8 :

i) What range of values satisfies both inequalities ?

ii) Hence, express 4y - 7 ⩽ 3y ⩽ 5y + 8 in the form of a ⩽ y ⩽ b where a and b are both integers.

Please show workings.​

Answer 1

Answer:

range of value satisfied inequality 4y-7≤3y is (-∞, 7]

range of value satisfied inequality 3y≤5y+8 is

[-4, ∞),

Step-by-step explanation:

4y-7≤3y

4y-3y≤7

y≤7

range=(-∞, 7] ,

_____________

3y≤5y+8

3y-5y≤8

-2y≤8

-(-2y) ≥-8

2y≥-8

y≥-4

range [-4, ∞)

4y-7≤3y≤5y+8

y≤7, y≥-4

so.

-4≤y≤7.

____@Deepak Razput.

Answer 2

have u read my msg?

plz ans