Q. 1 Check whether the value given in the brackets is a solution to the given equation or not : (1) \( 2 x-5=7 \quad(x=6) \) (2) \( 3 x+1=13 \quad(x=4) \) (3) \( 13-2 x=9 \quad(x=3) \) (4) \( 5-3 x=8 \quad(x=-1) \) Q. 2 Write the following statements in the form of equations : (1) The sum of numbers \( x \) and 4 is 10 . (2) 3 subtracted from \( y \) gives 6. (3) If you subtract 1 from two times \( n \), you get 3 . (4) One-half of \( m \) plus 3 is 8 . (5) Subtracting two times a from 10 gives 6. (6) The sum of 15 and three times \( b \) is 18 .
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1. (1) \(2x - 5 = 7\) with \(x = 6\) - Substitute \(x = 6\) into the equation: \(2(6) - 5 = 12 - 5 = 7\) - Since the left side equals the right side, \(x = 6\) is a solution. (2) \(3x + 1 = 13\) with \(x = 4\) - Substitute \(x = 4\) into the equation: \(3(4) + 1 Show more…
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