Practical Nursing Instructor

About the role

This position is for a full time 12-month practical nursing program instructor. The instructor will be responsible for ensuring students are prepared to enter the workforce as practical nurses.

Responsibilities

• Designs and implements appropriate instruction of content area(s)/course(s) assigned in accordance with state standards, district curriculum, and students’ needs.
• Creates a positive educational climate for students to learn in an atmosphere of respect and rapport.
• Creates and delivers relevant and rigorous lessons that maximize student engagement and achievement.
• Utilizes a variety of teaching practices and methodologies that reflect diverse educational, cultural, and linguistic backgrounds in order to meet the individual needs of students.
• Observes and evaluates student performance and mastery of standards, monitors student assessment data, and maintains student grades and attendance.
• Manages student behavior in the classroom by utilizing effective classroom management strategies and invoking appropriate disciplinary procedures.
• Communicates with parents and school/district personnel regarding student progress and encourages parental involvement.
• Takes all responsible precautions to provide for the health and safety of students and to protect equipment, materials, and facilities.
• Appropriately maintains and secures confidential records, inquiries, and data.
• Maintains appropriate certifications and professional development hours as required.
• Engages with local business and community to partners with the CTE program.
• Participates as local chapter advisor for the appropriate Career and Technical Student Organizations (CTSO).
• Engages in continuous improvement and professional development, including earning appropriate industry certifications.
• Performs any other duties as assigned.

Requirements

• Certification/License/Registration: Eligibility for District Certificate required, including one of the following:
• Related bachelor’s degree with one (1) year related experience.
• Related AA/AS degree with two (2) years related experience.
• One (1) year of technical training with one year of verifiable experience.
• Three (3) years of full‐time in‐field verified work experience.

Qualifications

Requires a bachelor's degree in nursing or related field, or an equivalent combination of education and experience.

Skills

Strong instructional skills, excellent communication, and the ability to manage a classroom effectively.

Benefits

N/A

Pay

N/A

Schedule

N/A

Other Information

Communicates ideas and thoughts verbally and in writing. Keeps others adequately informed. Exhibits good listening and comprehension. Maintains confidentiality. Manages time efficiently. Uses resources effectively. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such as fractions, percentages, ratios, and proportions to practical situations. Solves practical problems and deals with a variety of concrete variables in situations where only limited standardization exists. Interprets a variety of instructions furnished in written, oral, diagram, or schedule form. Works with math concepts such as probability and statistical inference, and fundamentals of geometry and trigonometry. Applies concepts such