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cap C to the 400th power minus 216 minus 801

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1 of 3

$placeholder raised to the placeholder power$	$the placeholder root of placeholder end-root$	$is less than$	(	)		AC
$the fraction with numerator placeholder and denominator placeholder end-fraction$	$the absolute value of placeholder end-absolute-value$	$is less than or equal to$	7	8	9	÷
$log base placeholder of$	$placeholder exclamation mark$	$is greater than$	4	5	6	×
$i$	$%$	$is greater than or equal to$	1	2	3	−
$x$	$y$	$equals$	0	.		+

2 of 3

$sine$	$cosine$	$tangent$	(	)		AC
$cosecant$	$secant$	$cotangent$	7	8	9	÷
$arc sine$	$arc cosine$	$arc tangent$	4	5	6	×
$placeholder squared$	$placeholder degrees$	$pi$	1	2	3	−
$x$	$y$	$equals$	0	.		+

3 of 3

$the fraction with numerator d and denominator d placeholder end-fraction$	$infinity$	$the placeholder root of placeholder end-root$	(	)		AC
$limit over placeholder right arrow placeholder of$	$limit over placeholder right arrow placeholder raised to the positive power of$	$limit over placeholder right arrow placeholder raised to the negative power of$	7	8	9	÷
$log base placeholder of$	$cap C open paren n comma k close paren$	$cap P open paren n comma k close paren$	4	5	6	×
$sum of$	$integral of placeholder$	$integral from placeholder to placeholder of placeholder$	1	2	3	−
$x$	$y$	$e$	0	.		+

Simplify the expression

Solution

cap C to the 400th power minus 1017

Step

modified cap C to the 400th power minus 216 minus 801 with boxed outline

Calculate the difference

cap C to the 400th power minus modified 1017 with boxed outline

Solution

cap C to the 400th power minus 1017

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