We'll provide some tips to help you choose the best Parallelogram solve for x for your needs.

10/10 recommend as this app has definitely helped in me studying for my exams, as bad as I am at math (and still suck to this day), it still have helped me a lot to understand some basics I didn't have, everything about this app is great.

George Jefferson

All the problems you type or snap, there's always answer to it. And the disains are so Nice. Answer + explanation = not a bad deal â˜º, but the best feature is it's ability to show the steps of the calculation with great detail, most useful app for any student who wants to strengthen his/her understanding of both foundation level and complex maths.

John Davis

And its FREE, and its super easy to use, and not one single bad thing I have to say about it, it doesn't even play adds and it's free, definitely get this, don't be afraid of your internet it is offline just click on the download button.

Donald Morrissey

Starting with equation 1.,Given : A parallelogram. Measures of Two adjacent angles (2x + 12)° and (5x)°. To Find : value of x. Solution:.Opposing sides of a parallelogram are equal. You can use

The value of x is 55° Step-by-step explanation: Given figure is a parallelogram. In a parallelogram, the opposite sides are equal and parallel and the opposite angles are equal. This means that, in the given parallelogram

250
Specialists

9.1/10
Ratings

21884+
Student Reviews

The area of a parallelogram is the region occupied by it in a two-dimensional plane. Its formula is: Area = Base x Height (in square unit) The

Repeated eigenvalues calculator Mathematica dark mode Equations with rational numbers Trig functions graph calculator Ap calculus bc calculator Vertex of a graph calculator Explicit formula for sequence calculator How to solve log expressions What's a graphing calculator Equation terms How to solve equations with letters Rate of decrease calculator Interval notation domain and range calculator How to find the angular velocity What is the equation for direct variation