Savannah had 400 chocolate chips. She saved x chips for a garnish, and mixed the rest of the chocolate chips evenly into 3 pans
2 answers:
You might be interested in
Step-by-step explanation:
Fractions can be thought of as another way of seeing division. If you have one whole pizza and two people want to share it equally, they will divide it into two halves:
The bottom number of a fraction is the denominator. It tells how many parts a whole has been divided into. In this case our pizza is divided into two parts.
Multiplying fractions is fairly simple. You may want to put each fraction in its lowest terms to start. Then multiply the numerators to get a numerator and multiply the denominators to get a new denominator. And reduce or simplify the fraction to put it in its lowest terms. If you are multiplying a fraction by an integer, put the integer over one to make a fraction of it.
Examples:
Five times 4/5: Put the five over one, then multiply 5 x 4 to get 20 and 1 x 5 to get 5. Twenty can be divided evenly by 5 to give us an answer of 4.
Reciprocals of Fractions
The product of a number and its reciprocal equals 1.
Signs and Fractions
If either the denominator or numerator is negative, the fraction is considered a negative fraction. If both the denominator and the numerator are negative, the fraction is considered to be a positive fraction.
Adding two fractions of the same sign (either positive or negative) gives an answer with the same sign. You may need to give the fractions common denominators first.
Are you looking for more help with fractions? Check out this article on how to add, subtract, multiply and divide fractions. Also consider taking an online course in basic math or pre-algebra to brush up your math skills.
Related Articles
How to Add, Subtract, Multiply, and Divide Positive and Negative Numbers
Math Skills: How to Do Multiplication
Math Skills: Rounding, Exponents, Radicals, Square Roots, and Ratios
Math Skills: How to Calculate, Convert, and Use Percents
Review of Mathematical Properties and Order of Operations
Retirement Plans that Remove Debt Doubts
Understanding the Graphical and Algebraic Properties of Cones, Circles and Parabolas
How to Teach Phrasal Verbs to ESL Learners
How to Add, Subtract, Multiply, and Divide Fractions
Basic Algebra: Simplifying an Algebraic Expression (PBBEMDAS and FOIL)
Understanding Real and Complex Numbers in Algebra
Deductive Reasoning and Measurements in Geometry
Applied Statistics: Descriptive Statistics II
Action Plan to Become Debt-Free
How to Apply the Paired Two-Sample Student's t-Test to Determine if Two Samples have Statistically Different Means
Also check yt videos for effective learning
Answer:
Here is how it should be graphed.
Here is how it should be graphed.