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topic: function tables - worksheet 5 1. rule ( a = b + 7 ) | input | ( …

Question

topic: function tables - worksheet 5

  1. rule ( a = b + 7 )
input( b )2917517528
  1. rule ( g = 9 + q )
input( q )02731253523
  1. rule ( f = r - 9 )
input( r )1151426391
  1. rule ( z = b + 8 )
input( b )151824351334
  1. rule ( k = w - 2 )
input( w )151738304131

Explanation:

Response
Problem 1: Rule \( a = b + 7 \)

Step 1: For \( b = 2 \)

Substitute \( b = 2 \) into \( a = b + 7 \), we get \( a = 2 + 7 = 9 \)

Step 2: For \( b = 9 \)

Substitute \( b = 9 \) into \( a = b + 7 \), we get \( a = 9 + 7 = 16 \)

Step 3: For \( b = 17 \)

Substitute \( b = 17 \) into \( a = b + 7 \), we get \( a = 17 + 7 = 24 \)

Step 4: For \( b = 51 \)

Substitute \( b = 51 \) into \( a = b + 7 \), we get \( a = 51 + 7 = 58 \)

Step 5: For \( b = 75 \)

Substitute \( b = 75 \) into \( a = b + 7 \), we get \( a = 75 + 7 = 82 \)

Step 6: For \( b = 28 \)

Substitute \( b = 28 \) into \( a = b + 7 \), we get \( a = 28 + 7 = 35 \)

Step 1: For \( q = 0 \)

Substitute \( q = 0 \) into \( g = 9 + q \), we get \( g = 9 + 0 = 9 \)

Step 2: For \( q = 27 \)

Substitute \( q = 27 \) into \( g = 9 + q \), we get \( g = 9 + 27 = 36 \)

Step 3: For \( q = 31 \)

Substitute \( q = 31 \) into \( g = 9 + q \), we get \( g = 9 + 31 = 40 \)

Step 4: For \( q = 25 \)

Substitute \( q = 25 \) into \( g = 9 + q \), we get \( g = 9 + 25 = 34 \)

Step 5: For \( q = 35 \)

Substitute \( q = 35 \) into \( g = 9 + q \), we get \( g = 9 + 35 = 44 \)

Step 6: For \( q = 23 \)

Substitute \( q = 23 \) into \( g = 9 + q \), we get \( g = 9 + 23 = 32 \)

Step 1: For \( r = 11 \)

Substitute \( r = 11 \) into \( f = r - 9 \), we get \( f = 11 - 9 = 2 \)

Step 2: For \( r = 51 \)

Substitute \( r = 51 \) into \( f = r - 9 \), we get \( f = 51 - 9 = 42 \)

Step 3: For \( r = 42 \)

Substitute \( r = 42 \) into \( f = r - 9 \), we get \( f = 42 - 9 = 33 \)

Step 4: For \( r = 63 \)

Substitute \( r = 63 \) into \( f = r - 9 \), we get \( f = 63 - 9 = 54 \)

Step 5: For \( r = 91 \)

Substitute \( r = 91 \) into \( f = r - 9 \), we get \( f = 91 - 9 = 82 \)

Answer:

The output values of \( a \) are \( 9, 16, 24, 58, 82, 35 \)

Problem 2: Rule \( g = 9 + q \)