Math, asked by gunduravimudhiraj76, 9 months ago

A company sold 3285 cars in January & 4612 cars in February . How many cars did the company sell in two months ? for 3rd class word problem.

please any one tell me now .

step by step

and with explanation in Telugu

and English​

Answers

Answered by Ateekansari975
0

Answer:

Step-by-step explanation:

ometimes there’s no greater pain for students than coming across a dreaded math word problem.

When these questions show up on homework, math worksheets, pop quizzes, and tests, they give even the most confident students reason to pause and sit up a little straighter.

That’s because these problems take math understanding to the next level. They require students to use their reading and comprehension skills while also applying everything they’ve learned while in math.

Some students approach word problems like they’re solving a riddle, others tend to freeze and forget basic math concepts they normally understand.

Mastering the art of solving math word problems takes practice. It doesn’t normally “just come” to you.

But there are 5 huge benefits to becoming a great math word problem solver — and you won’t want to miss out on any of them.

You sit at your desk, ready to take on a math quiz, test or activity . The questions flow onto the document until you hit a section for word problems.

A jolt of creativity would help. But it doesn’t come.

Intellecquity is made for Math Word Problems. It is unlike those other apps which can do formulas and example work, well, it can do that too. But, Intellecquity focuses on assisting students who struggle with those longer questions that are a little to difficult to comprehend due to the extensive literature and reading in a Math question.

This resource is your jolt of creativity. It provides examples and templates of math word problems for 1st to 8th grade classes.

Here are 120 examples in total. Helping you sort through them to find questions for your students, the resource is categorized by the following skills with some inter-topic overlap:

Addition

Subtraction

Multiplication

Division

Mixed Operations

Ordering and Number Sense

Fractions

Decimals

Comparing and Sequencing

Time and Money

Physical Measurement

Ratios and Percentages

Probability and Data Relationships

Geometry

Variables

The list of examples is provided to help to understand how worded problems are used;

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