Solve 800/-800/+-1(625-1315^0)^0.5

-\sqrt{625-315^0}+800\frac{}{}-800\frac{}{}

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Answer

$-24.98$

Step by step solution

Problem

$-\sqrt{625-315^0}+800\frac{}{}-800\frac{}{}$
1

Calculate the power

$\frac{}{}\left(-800\right)+\frac{}{}\cdot 800+\sqrt{1\left(-1\right)+625}\left(-1\right)$
2

Multiply $-1$ times $1$

$\frac{}{}\left(-800\right)+\frac{}{}\cdot 800+\sqrt{625-1}\left(-1\right)$
3

Subtract the values $625$ and $-1$

$\frac{}{}\left(-800\right)+\frac{}{}\cdot 800+\sqrt{624}\left(-1\right)$
4

Calculate the square root of $624$

$\frac{}{}\left(-800\right)+\frac{}{}\cdot 800+24.98\left(-1\right)$
5

Multiply $-1$ times $24.98$

$\frac{}{}\left(-800\right)+\frac{}{}\cdot 800-24.98$
6

Simplifying the fraction by $$

$1\left(-800\right)+1\cdot 800-24.98$
7

Multiply $800$ times $1$

$-800+800-24.98$
8

Subtract the values $800$ and $-800$

$-24.98$

Answer

$-24.98$

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Problem Analysis

Main topic:

Multiplication of numbers

Time to solve it:

0.23 seconds

Views:

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