Question

Find the greatest odd integer value of x that satisfies the inequality 3x <- 105.​

Answer 1

Answer:

$3x < - 105 \\ x < - 35 \\ greatest \: odd \: integer \: value \: of \: x = - 37$

Step-by-step explanation:

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Answer 2

greatest odd x which satisfy the given inquality would be -37

Given

• inequality 3x <- 105.

• To find
• greatest odd integer holding equation.

Solution

we are provided with an equality and are ask creative find the greatest odd integer that shall obey or hold the inquality correctly.

the given inequality is,

3x < - 105

or, x < -105/3. ( dividing throughout by the factor 3 )

or, x < -35

therefore the solution of the given inquality would be,

x < -35

now we are asked you find the greatest odd digit where the inquality would hold.

we know that in negative numbers, as the number increases its value goes on decreases, therefore, the greatest odd number which shall satisfy the given inquality would be -37

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