Question

please solve and sent me

Answer 1

$\underline{\textbf{Hey Mate Here Is Your Answer }}$

$\underline{\boxed{Answer - 83}}$

$\underline{\textbf{Pattern Followed}}$

The HCF Of The Right Most Number And Left Most Number Divide By Right Most Number And Left Most

Number Constitutes The Middle Number ..

So Now In

$\underline{\textbf{ ROW - 1 }}$

$\textbf{12 = Left Most Number }$

$\textbf{21 = Right Most Number }$

$\textbf{47 = Middle Number }$

So Now HCF Of Left Most Number And Right Most Number is Equal

$\textbf{HCF of 12 And 21 = 3 }$

So Now

$\mathbf{ \:12 \: ÷ \:3 \:=\: 4 }$

And Similarly

$\mathbf{ \:21 \: ÷ \:3 \:=\: 7 }$

Now Taking 7 As Ones Digit And 4 As Tens Digit We Have ➡️

$\boxed{\textbf{Middle Number = 47}}$

$\underline{\textbf{ ROW - 2}}$

$\textbf{10 = Left Most Number }$

$\textbf{4= Right Most Number }$

$\textbf{52= Middle Number }$

So Now HCF Of Left Most Number And Right Most Number is Equal

$\textbf{HCF of 10 And 4 = 2 }$

So Now

$\mathbf{ \:10 \: ÷ \:2 \:=\: 5 }$

And Similarly

$\mathbf{ \:4 \: ÷ \:2 \:=\: 2 }$

Now Taking 2 As Ones Digit And 5 As Tens Digit We Have ➡️

$\boxed{\textbf{Middle Number = 52}}$

$\underline{\textbf{ ROW - 3}}$

$\textbf{64 = Left Most Number }$

$\textbf{24= Right Most Number }$

$\textbf{ ? = Middle Number }$

So Now HCF Of Left Most Number And Right Most Number is Equal

$\textbf{HCF of 64 And 24 = 8}$

So Now

$\mathbf{ \:64 \: ÷ \:8 \:=\: 8 }$

And Similarly

$\mathbf{ \:24 \: ÷ \:8 \:=\: 3}$

Now Taking 3 As Ones Digit And 8 As Tens Digit We Have ➡️

$\boxed{\textbf{Middle Number = 83}}$

$\underline{\textbf{Hence The Required Answer Is ...}}$

$\boxed{\underline{\textbf{83}}}$

$\underline{\bold{Thanks...}}$