The Royal Cricket team played 56 matches and won 23 of them. What percent of the matches did they lose?
Answer
274.8k+ views
Hint: We first find the matches they lose by subtracting the matches they won from the total number. After we have found this, we calculate the loss percentage by dividing the number obtained by the total number and multiplying by 100.
Complete step-by-step solution
Let us consider the given values in the question. According to the question, the total matches played are 56, out of which the Royal Cricket team has won 23 matches. We first find the number of matches the team lost, which can be calculated by subtracting 23 from 56.
$ \Rightarrow 56 - 23 = 33$
Thus, we get that the number of matches lost by the team are 33.
Now, we are left to calculate the percentage of matches they lost. Use the formula,
${\text{Loss percent}} = \dfrac{{{\text{Loss}}}}{{{\text{Total}}}} \times 100$
We substitute the known values into the formula and calculate the percentage.
$
{\text{Loss percent}} = \dfrac{{33}}{{56}} \times 100 \\
= 0.5892 \times 100 \\
= 58.92 \\
$
Thus, the percent of the matches they lose is 58.92% or we can approximately say that it is equal to 59%.
Note: Carefully analyze what is given in the question and what needs to be calculated. As if you do not calculate or confuse yourself with the won matches instead of lost matches then you will be finding out the won percentage which is wrong. Please make sure to calculate the percentage carefully as the calculation errors can happen if done in a hurry.
Complete step-by-step solution
Let us consider the given values in the question. According to the question, the total matches played are 56, out of which the Royal Cricket team has won 23 matches. We first find the number of matches the team lost, which can be calculated by subtracting 23 from 56.
$ \Rightarrow 56 - 23 = 33$
Thus, we get that the number of matches lost by the team are 33.
Now, we are left to calculate the percentage of matches they lost. Use the formula,
${\text{Loss percent}} = \dfrac{{{\text{Loss}}}}{{{\text{Total}}}} \times 100$
We substitute the known values into the formula and calculate the percentage.
$
{\text{Loss percent}} = \dfrac{{33}}{{56}} \times 100 \\
= 0.5892 \times 100 \\
= 58.92 \\
$
Thus, the percent of the matches they lose is 58.92% or we can approximately say that it is equal to 59%.
Note: Carefully analyze what is given in the question and what needs to be calculated. As if you do not calculate or confuse yourself with the won matches instead of lost matches then you will be finding out the won percentage which is wrong. Please make sure to calculate the percentage carefully as the calculation errors can happen if done in a hurry.
Recently Updated Pages
Area vs Volume: Key Differences Explained for Students

Mutually Exclusive vs Independent Events: Key Differences Explained

Wheatstone Bridge – Principle, Formula, Diagram & Applications

Classification of Drugs in Chemistry: Types, Examples & Exam Guide

Mass vs Weight: Key Differences Explained for Students

Circuit Switching vs Packet Switching: Key Differences Explained

Trending doubts
JEE Main Marks vs Percentile 2026: Predict Your Score Easily

JEE Main Cutoff 2026: Category-wise Qualifying Percentile

JEE Main 2026: Exam Dates, Session 2 Updates, City Slip, Admit Card & Latest News

JEE Main Marks vs Rank 2026: Expected Rank for 300 to 0 Marks

NIT Cutoff 2026: Tier-Wise Opening and Closing Ranks for B.Tech. Admission

JoSAA 2026 Mock Seat Allotment Round 2 OUT JUNE 10: Check Choice Filling Deadline and Counselling Dates

Other Pages
Fuel Cost Calculator – Estimate Your Journey Expenses Easily

NCERT Solutions For Class 9 Maths Chapter 11 Surface Area And Volume - 2025-26

NCERT Solutions For Class 9 Maths In Hindi Chapter 1 Number System - 2025-26

Free Online GPA Calculator for Students

NCERT Solutions For Class 9 Maths Chapter 9 Circles - 2025-26

NCERT Solutions For Class 9 Maths In Hindi Chapter 2 Polynomials - 2025-26

