Advertisements
Advertisements
प्रश्न
Simplify : `2[6 + 4 {"m"-6(7 - overline("n"+"p")) + "q"}]`
Advertisements
उत्तर
`2[6 + 4 {"m"-6(7 - overline("n"+"p")) + "q"}]`
= 2[6 + 4 {m − 6 (7 − n − p) + q }]
= 2[6 + 4 {m − 42 + 6n + 6p + q}]
= 2[6 + 4m − 168 + 24n + 24p + 4q]
= 2[4m + 24n + 24p + 4q − 162]
= 8m + 48n + 48p + 8q − 324
APPEARS IN
संबंधित प्रश्न
Evaluate : `(64)^(2/3) - root(3)(125) - 1/2^(-5) + (27)^(-2/3) xx (25/9)^(-1/2)`
Solve for x : (13)√x = 44 - 34 - 6
If 34x = ( 81 )-1 and `10^(1/y) = 0.0001, "Find the value of " 2^(- x ) xx 16^y `
Solve : 3(2x + 1) - 2x+2 + 5 = 0.
Prove that : `( a + b + c )/( a^-1b^-1 + b^-1c^-1 + c^-1a^-1 ) = abc`
Evaluate : `((x^q)/(x^r))^(1/(qr)) xx ((x^r)/(x^p))^(1/(rp)) xx ((x^p)/(x^q))^(1/(pq))`
Simplify: x5 ÷ (x2 × y2) × y3
Write each of the following in the simplest form:
`"a"^(1/3) ÷ "a"^(-2/3)`
Simplify the following:
`(27 xx^9)^(2/3)`
Simplify the following:
`(81)^(3/4) - (1/32)^(-2/5) + 8^(1/3).(1/2)^-1. 2^0`
