ios开发之--CGRectGetXxx方法图解 和代码NSLog输出值

- (void)test {
CGRect rect = CGRectMake(, , , ); // 最小Y坐标,即矩形的顶部top y坐标: minY = rect.y = 20.000000
NSLog(@"CGRectGetMinY = y = %f", CGRectGetMinY(rect));
// 最大Y坐标,即矩形的底部bottom y坐标:maxY = y + height = 50
NSLog(@"CGRectGetMaxY = y + height = %f", CGRectGetMaxY(rect));
// 最小x坐标,即矩形的左边x left坐标 : minX = x = 10
NSLog(@"CGRectGetMinX = x = %f", CGRectGetMinX(rect));
// 最大x坐标,集矩形的右边横坐标right maxX = x + width = 10 + 150 = 160
NSLog(@"CGRectGetMaxX = x + width = %f", CGRectGetMaxX(rect));
// 中点横坐标:midX = x + width/2 = 10 + 150/2 = 10 + 75 = 85
NSLog(@"CGRectGetMidX = x + width/2 = %f", CGRectGetMidX(rect));
// 中点纵坐标:midY = y + height / 2 = 20 + 30/2 = 20 + 15 = 35
NSLog(@"CGRectGetMidY = y + height /2 = %f", CGRectGetMidY(rect));
NSLog(@"CGRectGetWidth = rect.width = %f", CGRectGetWidth(rect)); // width = 150
NSLog(@"CGRectGetHeight = rect.height = %f", CGRectGetHeight(rect)); // height = 30
}

图解:

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" 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