IPA: /ˈɪn.sə.leɪ.tɪd/
KK: /ˈɪnsəˌleɪtɪd/
Definition: Protected from heat, cold, or noise by being surrounded with a material that prevents the transfer of energy.
Example: The house is insulated to keep it warm in winter and cool in summer.
Definition: To protect something by surrounding it with a material that prevents heat, sound, or electricity from passing through.
Example: The house was insulated to keep it warm during the winter.
IPA: /ˌɪn.səˈleɪ.ʃən/
KK: /ɪnˈsʊleɪʃən/
Definition: A material or substance that prevents heat, sound, or electricity from passing through, helping to keep things warm or quiet.
Example: The house has good insulation, which keeps it warm in winter.
IPA: /ˈɪn.sə.leɪ.tər/
KK: /ˈɪnsəˌleɪtər/
Definition: A material or device that prevents the transfer of heat, electricity, or sound.
Example: The electrician used an insulator to keep the wires safe from heat.
IPA: /ˈɪn.sʊ.lɪn/
KK: /ˈɪn.sə.lɪn/
Definition: A hormone made by the pancreas that helps control blood sugar levels by allowing cells to use glucose for energy.
Example: People with diabetes often need to take insulin to manage their blood sugar levels.
IPA: /ɪnˈtækt/
KK: /ɪnˈtækt/
Definition: Not damaged or altered; remaining whole and complete.
Example: The ancient vase was found intact after all these years.
IPA: /ɪnˈtækt.nəs/
KK: /ɪnˈtæktnəs/
Definition: The state of being whole or undamaged, without any parts missing or broken.
Example: The ancient artifact was preserved in perfect intactness after centuries.
IPA: /ˈɪn.tɪ.dʒər/
KK: /ˈɪntɪdʒər/
Definition: A whole number that can be positive, negative, or zero, but not a fraction or decimal.
Example: The number 5 is an integer, while 5.5 is not.
IPA: /ˌɪn.təˈɡræb.ɪl.ɪ.ti/
KK: /ɪnˈtɛɡrəˌbɪlɪti/
Definition: The quality of being able to be integrated or combined in a mathematical sense.
Example: The integrability of the function was proven using advanced calculus techniques.
IPA: /ɪnˈtɛɡrəbl/
KK: /ɪnˈtɛɡrəbl/
Definition: Able to be combined into a whole or to undergo a process of integration, especially in mathematics.
Example: The function is integrable over the given interval, allowing us to calculate its area under the curve.
IPA: /ˈɪn.tɪ.ɡrəl/
KK: /ˈɪntɪɡrəl/
Definition: Something that is essential or necessary for something to be complete or whole.
Example: The kitchen is an integral part of a house.
Definition: A complete unit or whole, often used in mathematics to refer to a specific type of calculation or function.
Example: In calculus, the integral of a function can help find the area under a curve.
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