can you please answer the question in the format that it is asking below the question with the provided numnbers and equations. thank you **Problem Statement:**"How many grams of a solution that is 5.2% sucrose by mass are needed to obtain 18 grams of sucrose?"**Solution Process:**1. **Setup:** - The visual interface highlights the calculation process. It includes sections for input, calculations, and reset functionalities. 2. **Components:** - **Starting Amount Section:** - Two empty fields intended for entering values that contribute to the calculation of the starting amount. - This is marked by a red-bordered box labeled "STARTING AMOUNT." - **Calculation Section:** - Contains a structured formula interface with two pairs of lined boxes. These are used to input and manage numerical factors and fractions involved in the percentage calculation.3. **Controls and Tools:** - **Add Factor Button:** - Labeled "× ( )" suggesting the user can add multiplication factors necessary for computations. - **Number Buttons:** - Includes a selection of numerical values and scientific notation (e.g., 0.94, 100, 0.052, 6.022 × 10²³, etc.) for easy entry into calculations. - **Answer Field:** - One blank field is available for entering or displaying the final computed answer. - **Reset Function:** - A button depicted with a circular arrow for restarting the calculation process.4. **Additional Interface Elements:** - **Question Tracker:** - Indicates current question number "Question 17 of 46."5. **User Guidance:** - Tags below supply quick access functions related to key parameters like "g sucrose," "g solution," and "%m sucrose."This interactive setup provides a comprehensive framework for solving a common chemistry problem related to solution concentration. The user is expected to input appropriate values to compute the grams of solution required to obtain the specified grams of sucrose at a given concentration.

Given: Mass percent = 5.2% Mass of sucrose = 18 g The ratio of mass of the solute to the mass of solution multiplied by 100% is termed as mass percentage. The expression for mass percentage is represented as follows: Mass percent=Mass of soluteMass of the solution×100% Now, the mass of solution is calculated as follows: 5.2%=Mass of soluteMass of the solution×100%Mass of the solution=Mass of solute5.2%×100%=18 g5.2%×100%=346.14 g Thus, the mass of solution is 346.15 g which is approximately equal to 350 g. Answer: 350 grams of a solution are needed.