Math, asked by selvapadu2006, 7 months ago

${2}^{12} - {2}^{10} = {2}^{x} \times 3$
Find x

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Answered by phoenix017

Answer:

tan 30

Step-by-step explanation:

ok I will be there at Final answer let me know the answer some one else

selvapadu2006: Give the corect answer

selvapadu2006: If not dont answer

phoenix017: Answer: Required value of x is 10. Step-by-step explanation: Here, => 2^( 12 ) - 2^( 10 ) = 2^(x ) x 3 => 2^( 10 + 2) - 2^( 10 ) = 2^( x) x 3 =>{ 2^( 10 ) x 2^( 2 ) }- 2^( 10 ) = 2^( x ) × 3 => 2^( 10 )[ 2^( 2 ) - 1] = 2^(x ) x 3 => 2^( 10 ){ 4 - 1} = 2^( 10 ) x 3 !! => 2^( 10 ) x 3 = 2^( 10 ) x 3 => 2^( 10 ) = 2^( x ) If bases are same, powers are equal. { in these cases } = > x = 10 Hence the required value of x is 10.

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${2}^{12} - {2}^{10} = {2}^{x} \times 3$
Find x