Question

Drag each equation to the value that makes it true.

Answer 1

1).5d=7

5×14=70

2).d-6=8

18-6=8

3).1/3.d=6

1/3×18=6

4).180÷d=10

180÷18=10

5).d+1/3=1

2/3+1/3=1

Answer 2

The values that make each equation true are
`\(d = 18\)` for equations 3.)
`\((1)/(3)d = 6\)` and 4.)
`\((180)/(d) = 10\)` ,
`\(d = (2)/(3)\)` for equation 5.)
`\(d + (1)/(3) = 1\)`, and
`\(d = 14\)` for equations 1.)
`\(5d = 70\)` and 2.)
`\(d - 6 = 8\)` .

Let's solve each equation for
`\(d\)` and match them with the given values:

1.
`\(5d = 70\)` : Divide both sides by 5 to isolate
`\(d\): \(d = 14\)`.

2.
`\(d - 6 = 8\)` : Add 6 to both sides to isolate
`\(d\): \(d = 14\)`.

3.
`\((1)/(3)d = 6\)` : Multiply both sides by 3 to solve for
`\(d\): \(d = 18\)`.

4.
`\((180)/(d) = 10\)` : Divide both sides by 10 to solve for
`\(d\): \(d = 18\)`.

5.
`\(d + (1)/(3) = 1\)` : Subtract \(\frac{1}{3}\) from both sides to isolate
`\(d\): \(d = (2)/(3)\)` .

Matching these solutions with the given values:

A.
`\(d = 18\)` corresponds to equations 3 and 4.

B.
`\(d = (2)/(3)\)` corresponds to equation 5.

C.
`\(d = 14\)` corresponds to equations 1 and 2.