Find the integer b such that $b=87(mod25)$ and $1000$

choose correct answer$(s)$ for $b$

$bis$ greater than $1020$ but less $or$ equal than $1030$

$bis$ greater than $1080$ but less $or$ equal than $1090$

$bis$ greater than $1000$ but less $or$ equal than $1010$

$bis$ greater than $1030$ but less $or$ equal than $1040$

bis greater than $1040$ but less $or$ equal than $1050$

$bis$ greater than $1070$ but less $or$ equal than $1080$

$bis$ greater than $1010$ but less $or$ equal than $1020$

bis greater than $1090$ but less $or$ equal than $1100$

$bis$ greater than $1050$ but less $or$ equal than $1060$

bis greater than $1060$ but less $or$ equal than $1070$