Question

If a = 12.75 and c= 32.25, find b

Answer 1

Given
`\( a = 12.75 \),`
`\( c = 32.25 \),` and
`\( a + b + c = 45 \)`, solving for
`\( b \)` yields
`\( b = 0 \)`. Thus, when substituted, the sum of
`\( a \)`,
`\( b \)`, and
`\( c \)` equals 45.

for
`\( b \)` using the equation
`\( a + b + c = 45 \)` and the given values
`\( a = 12.75 \)` and
`\( c = 32.25 \)`.

Write the equation using the given values.

`\[ a + b + c = 45 \]`

`\[ 12.75 + b + 32.25 = 45 \]`

Combine the known values.

`\[ 12.75 + 32.25 + b = 45 \]`

Add
`\( 12.75 \)` and
`\( 32.25 \)`together.

`\[ 45 + b = 45 \]`

Subtract
`\( 45 \)` from both sides to solve for
`\( b \).`

`\[ b = 45 - 45 \]`

`\[ b = 0 \]`

Therefore, when
`\( a = 12.75 \)`,
`\( c = 32.25 \)`, and
`\( a + b + c = 45 \)`, the value of
`\( b \)`is indeed 0.

complete the question

"Given that a + b + c = 45, a = 12.75 and c = 32.25, find b"