Reciprocals
In this comprehensive guide, the main objective is to equip you with the knowledge and skills necessary to effectively locate reciprocals.
[include_netrun_products_block from-products="product/ged-math-workbook-comprehensive-math-practices-and-solutions-the-ultimate-test-prep-book-with-two-full-length-practice-tests/" product-list-class="bundle-products float-left" product-item-class="float-left" product-item-image-container-class="p-0 float-left" product-item-image-container-size="col-2" product-item-image-container-custom-style="" product-item-container-size="" product-item-add-to-cart-class="btn-accent btn-purchase-ajax" product-item-button-custom-url="{url}/?ajax-add-to-cart={id}" product-item-button-custom-url-if-not-salable="{productUrl} product-item-container-class="" product-item-element-order="image,title,purchase,price" product-item-title-size="" product-item-title-wrapper-size="col-10" product-item-title-tag="h3" product-item-title-class="mt-0" product-item-title-wrapper-class="float-left pr-0" product-item-price-size="" product-item-purchase-size="" product-item-purchase-wrapper-size="" product-item-price-wrapper-class="pr-0 float-left" product-item-price-wrapper-size="col-10" product-item-read-more-text="" product-item-add-to-cart-text="" product-item-add-to-cart-custom-attribute="title='Purchase this book with single click'" product-item-thumbnail-size="290-380" show-details="false" show-excerpt="false" paginate="false" lazy-load="true"]
A step-by-step guide to Find Reciprocals
A reciprocal of a number is 1 divided by the number.
Reciprocals signify something which is identical on both sides.
For instance, the number 9’s is 1 divided by 9, thus written as \(\frac{1}{9}\).
Reciprocals are also a number taken to the power of \(-1\).
For instance, \(\frac{1}{9}\) is identical to 9 to the power of \(-1\).
A reciprocal is the reverse of a value or a number. So, whenever they are multiplied, they give an equal answer.
Reciprocals – Example 1
Write the reciprocal of \(\frac{4}{20}\).
Solution:
Changed the numerator and the denominator to obtain its reciprocal. \(\frac{20}{4}=5\)
Reciprocals – Example 2
Write the reciprocal of \(\frac{-1}{7}\).
Solution:
Changed the numerator and the denominator to obtain its reciprocal. \(\frac{-7}{1}=-7\)
Related to This Article
More math articles
- TExES Core Subjects Math Worksheets: FREE & Printable
- The Ultimate SSAT Upper-Level Math Course (+FREE Worksheets)
- Integrals: Complete Explanation of the Applications and Use
- Innovative Forecasts: Population Models are Predicting the Future
- Best Calculator For 8th Grade Students
- Top 10 Free Websites for CBEST Math Preparation
- Overview of the HSPT Mathematics Test
- Grade 3 Math: Quadrilaterals
- How to Measures of Dispersion?
- What Kind of Math do You Need to Be a Medical Assistant?
What people say about "Reciprocals - Effortless Math: We Help Students Learn to LOVE Mathematics"?
No one replied yet.