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Definition of String along
1. Verb. Move or come along.
Definition of String along
1. Verb. (transitive idiomatic) To keep somebody falsely believing that one has certain intentions. ¹
¹ Source: wiktionary.com
Lexicographical Neighbors of String Along
Literary usage of String along
Below you will find example usage of this term as found in modern and/or classical literature:
1. The Advanced Part of A Treatise on the Dynamics of a System of Rigid Bodies by Edward John Routh (1905)
"Let a and b be the resolved parts along the axes of the velocity of the curve at
the time t, and let с be the velocity of the string along its curve. ..."
2. Elementary Statics. by John Bascombe Lock (1888)
"Then we have three forces acting at O (i) the weight of 12 Ibs. acting vertically
downwards ; represent this by OA : (ii) the tension of the string along OQ ..."
3. The Advanced Part of A Treatise on the Dynamics of a System of Rigid Bodies by Edward John Routh (1892)
"Let a and b be the resolved parts along the axes of the velocity of the curve at
the time t, and let c be the velocity of the string along its curve. ..."
4. The Advanced Part of A Treatise on the Dynamics of a System of Rigid Bodies by Edward John Routh (1892)
"... with two velocities, one due to the motion of the curve in space, and the
other to the motion of the string along the curve which it forms in space. ..."
5. An Elementary Treatise on the Dynamics of a System of Rigid Bodies by Edward John Routh (1877)
"Let a and 6 be the resolved parts along the axes of the velocity of the curve at
the time t, and let c be the velocity of the string along its curve. ..."
6. Mechanics for Beginners: Part I. by John Bascombe Lock (1891)
"Then we have three forces acting at 0: (i) the weight of 12 lbs. acting vertically
downwards; represent this by OA: (ii) the tension of the string along OQ; ..."
7. An Elementary Treatise on the Dynamics of a System of Rigid Bodies by Edward John Routh (1877)
"Let a and 6 be the resolved parts along the axes of the velocity of the curve at
the time t, and let c be the velocity of the string along its curve. ..."
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