Question

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→ The equation
$\huge \fbox \pink {24x2+25x−47}$
$\huge \fbox \pink {ax−2}$
→ −8x−3−

$\huge \fbox\purple {53}$
$\huge \fbox \purple {ax−2}$
➜ is true for all values of x≠
$\fbox 2$
$\fbox a$
☞ where a is a constant.
☞What is the value of a?

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☞ wanna best answer!!

☞ koyi thanks de do xd ♡♡
✧_____________________✧​

Answer 1

Answer:

The equation 24x2+25x−47 ax−2 =−8x−3− 53 ax−2 is true for all values of x≠ ... \large\fbox\red{Koi He} . 2 ... What is the value of a?[tex]\huge\frak\green{ Hello}[

Answer 2

Answer:

→ The equation

{24x2+25x−47}

24x2+25x−47

{ax−2}

ax−2

→ −8x−3−

{53}

53

{ax−2}

ax−2

➜ is true for all values of x≠

\fbox 2

2

a

a

☞ where a is a constant.

☞What is the value of a?

✧_____________________✧