Integral

Each player on a sports team is an integral part of the team's success.

The integral of a car includes the engine, transmission, and suspension.

The integral of a political party includes its leaders, policies, and supporters.

The integral of an ecosystem includes the animals, plants, and microorganisms that live there.

The answer to the problem was an integral value, not a decimal.

The batteries are an integral component of the remote control.

The integral of a book includes its author, publisher, and readers.

The various components of a computer work together as an integral system to perform tasks.

In literature, the characters, plot, and setting combine to create an integral story.

The liver is an integral organ in the human body.

A strong moral compass is integral to effective leadership.

The answer must be an integral value, not a fraction.

The solution to this equation requires finding the integral value of x.

The height of the tree was an integral number of feet.

The temperature is an integral number of degrees Celsius.

The number of apples she had was an integral number, not a fraction.

She was learning how to add and subtract integral numbers in her math class.

She couldn't divide the cake into integral parts, so she had to use a knife to cut it evenly.

The length of the side of the square was an integral number of inches.

She had to round off the decimal to the nearest integral number.

She had to use an integral number of tiles to cover the floor of the room.

The number of pages in the book was an integral multiple of 50.

Music is an integral part of many people's lives.

The keyboard is an integral component of a computer.

Teamwork is integral to achieving success in the workplace.

Hard work is an integral part of achieving your goals.

Good time management skills are integral to meeting deadlines.

The safety briefing is an integral part of air travel.

Innovation is integral to staying competitive in today's market.

The concept of the integral was developed independently by Isaac Newton and Gottfried Leibniz.

He used the integral formula to solve the problem.

Integral calculus is used to solve problems in physics and engineering.

The concept of integration is integral to understanding calculus.

To find the integral of a function, you must first differentiate it.

The integral method is used to calculate the area under a curve.

The definite integral can be used to calculate the total change in a system.

The indefinite integral of a function gives a family of functions.

The definite integral of a function gives the area under the curve.

The integral of a force function gives the work done by the force.

The integral of a density function gives the mass of an object.

The integral of a straight line is a quadratic function.

The integral of a constant function is a linear function.

The integral of a sine function is a negative cosine function.

The integral of a cosine function is a sine function.

The integral of a polynomial function is a higher degree polynomial function.

The integral of a rational function is a logarithmic function.

The integral of an exponential function is itself.

The integral of a logarithmic function is a polynomial function.

The integral of a trigonometric function is another trigonometric function.

The integral of a power function is a power function with a higher exponent.